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Intro to Simultaneous Equations (1 of 2: Understanding multiple solutions)
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Intro to Simultaneous Equations (2 of 2: Solving visually)
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Solving Simultaneous Equations by Elimination (1 of 2: Reviewing other methods)
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Solving Simultaneous Equations by Elimination (2 of 2: Worked example)
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Solving Simultaneous Equations by Substitution
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Translating Words into Simultaneous Equations
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Introduction to AM3 (Further Algebraic Skills & Techniques)
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Visualisation Tool for Algebraic Simplification (1 of 2: Collecting simple terms)
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Visualisation Tool for Algebraic Simplification (2 of 2: Examples with indices)
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Intro to Simultaneous Equations (1 of 2: Understanding multiple solutions)
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Intro to Simultaneous Equations (2 of 2: Solving visually)
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Solving Simultaneous Equations by Elimination (1 of 2: Reviewing other methods)
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Solving Simultaneous Equations by Elimination (2 of 2: Worked example)
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Simpson's Rule (1 of 2: Outlining the uses for simpson's rule)
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Simpson's Rule (2 of 2: Applying simpson's rule on irregularly shaped areas)
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Simpson's Rule (II) (Applying Simpson's Rule multiple times to increase accuracy)
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Surface Area of a Cylinder (Using a net to visualise and calculate the surface area of a cylinder)
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Surface Area of Spheres (1 of 2: Finding the Surface area of spheres and hemispheres)
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Surface Area of Spheres (2 of 2: Converting area from Square centimetres and metres)
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Credit & Borrowing (1 of 2: Outline of Financial Maths & Introduction to Credit & Borrowing)
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Credit and Borrowing (2 of 2: Introduction to Flat Rate Loans)
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Credit Cards (1 of 2: Introduction to Credit Cards)
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Credit Cards (2 of 2: Outline of Credit Card Statements)
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Credit Cards (Reviewing Topic with Worked Examples)
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Reducing Balance Loans (1 of 2: Why are reducing balance loans important for mortgages)
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The Easiest Way to Calculate Pi
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Largest Known Prime Discovered!
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The Math of "The 12 Days Of Christmas"
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The Man Who Knew Infinity
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The Wonders of One to Nine
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The Mystery of Egyptian Fractions
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Can Mathematics Predict the Future?
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How Many Digits of Pi are Useful?
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What's the Next Number?
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Reducing Balance Loans (2 of 2: Working out the amount of balance paid versus interest paid)
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Comparing Loans (1 of 3: Outline of Features of Loans)
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Comparing Loans (2 of 3: Defining Portability, Repayment Holiday and Parental Leave of a mortgage)
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Comparing Loans (3 of 3: Outlining interest only repayments, offset accounts & comparison rates)
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Present & Future Value (1 of 2: Deriving Present & Future Value formula from compound interest)
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Present & Future Value (2 of 2: Using formula to work out present value)
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Review Questions (1 of 2: Flat Rate Loans & Monthly Deductible Loans)
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Review Questions (2 of 2: Reducible Mortgage loans & Present & Future Value)
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Partial Fractions (example with cubic denominator)
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Partial Fractions w/ Perfect Square Denominators
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Rearranging Rational Polynomials w/ Division Transformation
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Deriving Integration by Parts
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Integration by Parts - Example 1: x cos x
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Integration by Parts - Example 2: x*e^x & x²*e^x
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Introduction to Recurrence Relations
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Integration by Parts - Example 3: ln x
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Integration by Parts - Example 4: e^x * sin x
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Integrals that lead to Logarithmic Functions
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Recurrence Relation Example: Integrating (sin x)^n
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Sometimes integration by parts is a bad idea...
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Recurrence Relations without IBP (1 of 2): (tan x)^n
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Recurrence Relations without IBP (2 of 2): (x^n)/(x+1)
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Evaluating Recurrence Relations
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Correction of Wrong Solution from Fitzpatrick (integration question)
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Tricky Recurrence Relation with Unexpected Algebraic Manipulation
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Integrating √[x/(1-x)] by Trigonometric Substitution
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Why do logarithmic functions have absolute value signs after integration?
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Integrating with t-results (1 of 3): Example integral through identities
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Integrating with t-results (2 of 3): Changing the variable of integration
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Integrating with t-results (3 of 3): Further example
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3 Definite Integrals Evaluated by Trigonometric Substitution
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Integrating √[(1+x)/(1-x)] by Trigonometric Substitution
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Integrating √(16-x²)/x² by Trigonometric Substitution
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Proving Properties of Definite Integrals (1 of 2)
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Proving Properties of Definite Integrals (2 of 2)
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Proving Inequality from Prior Integral
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Proving Inequality from an Increasing Function
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Proving that a function is increasing
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Evaluating Definite Integral w/ t-results
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Integral of sin(x)tan²(x): Three Approaches
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Expressing I(n) without Recursion
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Using Properties of Definite Integrals: Trigonometric Integrand (1 of 2)
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Using Properties of Definite Integrals: Trigonometric Integrand (2 of 2)
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Determining Algebraic Recurrence Relation
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Harder (Ext 2) Integral Requiring Substitution
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Harder (Ext 2) Integral Question (1 of 2: Manipulating the Recurrence Relation)
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Harder (Ext 2) Integral Question (2 of 2: Evaluating Related Limiting Sum)
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Introduction to Fractions
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Different Kinds of Fractions
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Equivalent & Simplified Fractions
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Ordering Fractions (1 of 3: Why is it tricky?)
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Ordering Fractions (2 of 3: How to compare fractions with different denominators)
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Ordering Fractions (3 of 3: Examples of how to make a common denominator)
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Plotting Fractions on a Number Line (1 of 2: With Common Denominators)
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Plotting Fractions on a Number Line (2 of 2: With Different Denominators)
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Can we write decimals inside a fraction?
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How to find a fraction between fractions
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Adding fractions is different to adding whole numbers!
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Dividing Fractions
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Fractions Involving Time Units
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Converting to Hours, Minutes & Seconds by Calculator
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Solving & Setting Out Fraction Problems
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Why is it useful to express quantities as percentages?
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Decimals on a Calculator: An Important Warning!
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Percentages of Quantities & Quantities as Percentages
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Multiplying Mixed Numerals
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Should answers be mixed numerals or improper fractions?
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Simplifying Fractions
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Operations with Mixed Numerals
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Converting Between Mixed Numerals & Improper Fractions
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Converting Fractions into Percentages (Example Question: 4/9)
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Percentages, Fractions & Decimals
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Introduction to Ratios
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Simplifying Numerical Ratios (example questions)
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Simplifying Ratios Involving Units
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Dividing Quantities into Given Ratios
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Scientific Notation (1 of 3): Review of Index Notation
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Scientific Notation (2 of 3): Review of Significant Figures
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Scientific Notation (3 of 3): Why it exists, and how to write it
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Review: Converting Numbers to Scientific Notation
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Entering & Interpreting Scientific Notation on Calculators
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How to Use Basic Index Laws
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Expand & Simplify Basic Algebraic Expressions
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Review: Perimeter of Basic Figures
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Converting Metric Units of Length
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How to Construct Perpendicular Lines
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How to Construct Parallel Lines: Demonstration (Step-by-Step)
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How to Construct Parallel Lines: Demonstration
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Lines, Rays & Intervals
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Review: Corresponding, Alternate & Co-Interior Angles
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Parallel Lines & Transversals
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Angles at a Point
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Parallel Lines & Angles: Converse Statements
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Classifying Angles by Size
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Co-Interior Angles on Parallel Lines
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Corresponding & Alternate Angles on Parallel Lines
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Area & Perimeter of Sectors
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Prisms
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Surface Area of Rectangular & Triangular Prisms
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Volume of Prisms
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Finding Sector Area (example question)
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Finding Composite Areas (example question)
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Important Angle Sum
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Calculating Perimeter (example question)
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Converting Metric Units of Length (example questions)
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Ratios in Geometry (Example 1)
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Year 10 Test Review: Geometry & Measurement
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Congruence Transformations (3 of 3: Reflection)
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Congruence Transformations (2 of 3: Rotation)
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Congruence Transformations (1 of 3: Translation)
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Shapes are simple... but mysterious!
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Composite Transformations
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Orders of Rotational Symmetry
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Introduction to Rotational Symmetry
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Reflectional Symmetry
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Transformation & Rotation by Repeated Reflection
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Volume & Surface Area of a Triangular Prism
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Volume of a Hollowed-Out Cylinder
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Area of a Sector
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Areas of Kites & Rhombuses (1 of 2: Understanding the Shape)
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Area of a Trapezium (2 of 2: From 2 Triangles)
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Area of a Trapezium (1 of 2: From a Rectangle)
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Areas of Plane Shapes (2 of 3: Triangles & Parallelograms)
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Areas of Plane Shapes (1 of 3: Squares & Rectangles)
Eddie Woo

Traverse (Offset) Surveys (2 of 2: Calculating the area)
Eddie Woo

Traverse (Offset) Surveys (1 of 2: How to make the survey)
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Areas of Kites & Rhombuses (2 of 2: Deriving the Formula)
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Timelapse: Illustrating Quadrilaterals with Pine Wood
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Quick Visual Proof: Area of a Circle
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Converting between metric units (1 of 3: basic ideas & traps to avoid)
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What are length, area and volume?
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The Area of a Circle (2 of 2: Why We Must Imagine Infinity)
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The Area of a Circle (1 of 2: Seeing the Composite Figure)
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How do we measure the volume of a prism?
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What are prisms and why are they special?
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Converting between metric units (3 of 3: summary)
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Converting between metric units (2 of 3: example question)
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The Number Line
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Counter-Examples of Integers
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Examples of Integers
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Introduction to Integers
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Multiplying Positives & Negatives
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Multiplication: An Abbreviation of Addition
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Operations and their Results
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Subtracting Integers with the Number Line
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Introduction to Subtracting Integers
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Dividing Integers: Positive & Negative Cases
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Dividing Integers: Introduction (and relation to other operations)
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Review: Prime Numbers
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Prime Factorisation (simple example with factor tree)
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Highest Common Factor (HCF) & Lowest Common Multiple (LCM)
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Multiplying by the smallest number to produce a perfect square
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Introduction to Index Notation
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How to Expand Index Notation (Numbers Raised to a Power)
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Introduction to Conics
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Introduction to Conics: Revising the Parabola
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Introduction to Conics: Meeting the Ellipse
Eddie Woo

Relationship Between Eccentricity, Semi-Major & Semi-Minor Axis
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Determining Directrix from Equation of Ellipse
Eddie Woo

Determining Focus from Equation of Ellipse
Eddie Woo

Ellipses & Eccentricity
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The Meaning of Eccentricity
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Translating the Ellipse
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Translating the Ellipse: Example Question
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Interesting Ellipse/Locus Question
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Introduction to the Hyperbola
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Asymptotes of the Hyperbola
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Natural Domain
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Eccentricity, Transverse Axis & Conjugate Axis of the Hyperbola
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Foci & Directrices of the Hyperbola
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Parametric (Polar) Equations for Conics
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Visual Relationship Between Eccentricity & Double Cone
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Hyperbola: Intersecting Asymptote, Directrix & Tangent Question
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Interesting Hyperbola Question (Product of Intercepts on Asymptotes)
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Introduction to Inverse Trig Functions (1 of 2): Why a whole new topic?
Eddie Woo

Introduction to Inverse Trig Functions (2 of 2): Reviewing Functions & Relations
Eddie Woo

Inverse Trigonometric Functions: sin¯¹(x) & cos¯¹(x)
Eddie Woo

Inverse Trigonometric Functions: tan¯¹(x)
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Graphing y = sin[sin¯¹(x)]
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Graphing y = sin¯¹(sin x)
Eddie Woo

Graphing y = cos¯¹(cos x)
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Graphing y = tan¯¹(tan x)
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Combining Different Trig & Inv. Trig Functions
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Evaluating Trig & Inv Trig Ratios (1 of 2)
Eddie Woo

Evaluating Trig & Inv Trig Ratios (2 of 2)
Eddie Woo

Inverse Trig + Trig Expansions: With Values
Eddie Woo

Inverse Trig + Trig Expansions: With Algebraic Terms
Eddie Woo

Differentiating sin¯¹(x) & cos¯¹(x)
Eddie Woo

Differentiating tan¯¹(x)
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Inverse Trig Derivatives & Integrals (Summary)
Eddie Woo

Differentiating Inverse Trig Functions w/ Chain Rule (1 of 3)
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Differentiating Inverse Trig Functions w/ Chain Rule (2 of 3)
Eddie Woo

Differentiating Inverse Trig Functions w/ Chain Rule (3 of 3)
Eddie Woo

Max/Min Question w/ Inverse Trig
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Indefinite Integrals of Inverse Trig Functions (1 of 2)
Eddie Woo

Indefinite Integrals of Inverse Trig Functions (2 of 2)
Eddie Woo

Tricky Inverse Trig Integral: The Hard Way
Eddie Woo

Tricky Inverse Trig Integral: The Easy Way
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Graphing Inverse Trig Functions (1 of 2)
Eddie Woo

Graphing Inverse Trig Functions (2 of 2)
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Introduction to Inverse Functions (warning: out of focus)
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Graphing Functions & Their Inverses
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Geometric Properties of Inverse Functions
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Considering Inverse Trigonometric Expressions as Angles in Triangles
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Restricting the Domain of cos x
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Tricky Inverse Trigonometric Expression Question
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Graphical & Analytical Approach to sin¯¹(sin x)
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Differentiating sin inverse x by Considering Domain
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Interpreting sin¯¹(cos x)
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Functions, Domains and Fussy Eaters
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Integrals Involving Inverse Trigonometric Functions & Reverse Chain Rule
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How to Approach Areas Under Inverse Trig. Functions (1 of 2)
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How to Approach Areas Under Inverse Trig. Functions (2 of 2)
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Inverse Tan Identity Question (1 of 3): Complementary Identity
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Inverse Tan Identity Question (2 of 3): Addressing the Restrictions
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Inverse Tan Identity Question (3 of 3): Combining Terms & Graphing
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Evaluating Trig Ratio of Inverse Trig Expression
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Determining & Interpreting the Inverse of a Special Exponential Function
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Modified Inverse Trig Graph: Determine Features & Evaluate Area
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Exam Problem: Inverse Trig Identity
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Sigma Notation
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The Story of Integration (1 of 4): Areas Under Curves
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The Story of Integration (2 of 4): Riemann's Integral
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The Story of Integration (3 of 4): The Relation to Derivatives
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The Story of Integration (4 of 4): Forming & Evaluating an Integral
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Definite & Indefinite Integrals
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Relating Integrals & Areas
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Integration & Circle Formulas
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Properties of Definite Integrals: Constant Co-efficients
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Symmetrical Areas
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Integration by Substitution (1 of 2)
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Integration by Substitution (2 of 2)
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Definite Integrals by Substitution
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Trapezoidal Rule: Basic Form
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Trapezoidal Rule: Multiple Sub-Intervals
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Trapezoidal Rule Example
Eddie Woo

Simpson's Rule: Deriving the Basic Form (1 of 2)
Eddie Woo

Simpson's Rule: Deriving the Basic Form (2 of 2)
Eddie Woo

Simpson's Rule: Multiple Sub-Intervals
Eddie Woo

Simpson's Rule Example (1 of 2)
Eddie Woo

Simpson's Rule Example (2 of 2)
Eddie Woo

Introduction to Solids of Revolution
Eddie Woo

Verifying Formulae for Cylinder, Cone & Sphere
Eddie Woo

Volumes: Examples around x-axis & y-axis
Eddie Woo

Compound Volumes (1 of 2)
Eddie Woo

Compound Volumes (2 of 2)
Eddie Woo

Calculating Integrals Indirectly
Eddie Woo

Tricky Trig/Integration Question (1 of 3)
Eddie Woo

Tricky Trig/Integration Question (2 of 3)
Eddie Woo

Tricky Trig/Integration Question (3 of 3)
Eddie Woo

Another Tricky Trig/Integral Question
Eddie Woo

Definite Integral Requiring Trigonometric Identities
Eddie Woo

Areas Between Curves (example question)
Eddie Woo

Integrating 2^(lnx)
Eddie Woo

Volume Involving Trigonometric Functions & Identities
Eddie Woo

Area Enclosed Between Trigonometric Graphs
Eddie Woo

Interesting Trig/Calculus Question (1 of 2: Tangents & Areas)
Eddie Woo

Interesting Trig/Calculus Question (2 of 2: Approximating π with the Squeeze Law)
Eddie Woo

Introduction to Primitives
Eddie Woo

Anti-Differentiation: Polynomial Functions
Eddie Woo

Primitive Functions: Evaluating the Constant
Eddie Woo

Reverse Chain Rule for Polynomials: Basic Examples
Eddie Woo

Reverse Chain Rule for Polynomials: Be Careful!
Eddie Woo

Reverse Chain Rule for Polynomials: General Rules
Eddie Woo

Primitives and Rates of Change (Example 1)
Eddie Woo

Primitives and Rates of Change (Example 2)
Eddie Woo

Primitives of Trigonometric Functions
Eddie Woo

Reverse Chain Rule for Trigonometric Functions
Eddie Woo

Primitives of Exponential Functions
Eddie Woo

Reverse Chain Rule for Rational Functions
Eddie Woo

Solving Inequalities Using Regions: Solving the Cases
Eddie Woo

Solving Inequalities Using Regions: Combining the Cases
Eddie Woo

Solving Inequalities Using Regions: Multiplying by x²
Eddie Woo

Solving Inequalities Graphically
Eddie Woo

Introduction to Inequality Proofs
Eddie Woo

Inequality Proofs: Multiplication & Division of Inequalities
Eddie Woo

Inequality Proofs: A Fundamental Result
Eddie Woo

Inequality Proofs: Setting Out
Eddie Woo

Double-Sided Inequality Proof
Eddie Woo

Interesting Inequality Proof w/ Inverse Trig (1 of 2: Calculus Proof)
Eddie Woo

Interesting Inequality Proof w/ Inverse Trig (2 of 2: Davin's Sneaky Proof)
Eddie Woo

Locus w/ Restrictions on the Domain: Prologue
Eddie Woo

Locus w/ Restrictions on the Domain: Example
Eddie Woo

Locus w/ Restrictions on the Domain: Using the Graph
Eddie Woo

Locus w/ Restrictions on the Domain: Using the Discriminant
Eddie Woo

Locus w/ Restrictions on the Domain: Example 2
Eddie Woo

Locus w/ Restrictions on the Domain: Example 3
Eddie Woo

Locus w/ Restrictions on the Domain: Using the Discriminant 2
Eddie Woo

Intersection of Normals: Equation of the Locus
Eddie Woo

Intersection of Normals: Determining the Restriction
Eddie Woo

Parametric Equation of Chord (2 of 2: Point-Gradient Form)
Eddie Woo

Parametric Equation of Chord (1 of 2: The Gradient)
Eddie Woo

Parametric Representation of the Parabola
Eddie Woo

Introduction to Parametrics (3 of 3: A Familiar Example)
Eddie Woo

Introduction to Parametrics (2 of 3: What Parameters Actually Are)
Eddie Woo

Introduction to Parametrics (1 of 3: Why Parameters Are Useful)
Eddie Woo

Parametrics & Parabolas: Summary of Formulas
Eddie Woo

Cartesian Equation for Tangent to a Parabola
Eddie Woo

Tangents to a Parabola from an External Point (1 of 2: Parametric Approach)
Eddie Woo

Tangents to a Parabola from an External Point (1 of 2: Cartesian Approach)
Eddie Woo

Intersection of Tangents to a Parabola
Eddie Woo

Parametric Equation of Tangent to a Parabola
Eddie Woo

Overview of Parametrics (up to Equation of Chord)
Eddie Woo

Inverse Trig. Functions : arcsin(x) : ExamSolutions
ExamSolutions

Inverse Trig. Functions : arccos(x) : ExamSolutions
ExamSolutions

Inverse Trig. Functions : arctan(x) : ExamSolutions
ExamSolutions

Inverse Trig. Functions : examples (1) : ExamSolutions
ExamSolutions

Inverse Trig. Functions : examples (2) : ExamSolutions
ExamSolutions

Inverse Trig. Functions : examples (3) : ExamSolutions
ExamSolutions

The identity Asin(x) + Bcos(x) = Rsin(x+a) : ExamSolutions Maths Revision
ExamSolutions

The identity Asin(x) - Bcos(x) = Rsin(x-a) : ExamSolutions Maths Revision
ExamSolutions

The identity Acos(x) + Bsin(x) = Rcos(x-a) : ExamSolutions Maths Revision
ExamSolutions

The identity Acos(x) - Bsin(x) = Rcos(x+a) : ExamSolutions Maths Revision
ExamSolutions

Trigonometry Equations : A sin x - B cos x = C Type : ExamSolutions
ExamSolutions

Trigonometry Equations : A cos x - B sin x = C Type : ExamSolutions
ExamSolutions

Trig. Identities - Harmonic Form - Max and Min Values (Part 2) : ExamSolutions Maths Revision
ExamSolutions

Exponential Functions - Introduction : ExamSolutions
ExamSolutions

What is a Logarithm? : ExamSolutions Maths Revision
ExamSolutions

Rules for Logarithms you need to know : ExamSolutions Maths Revision
ExamSolutions

Proofs of Logarithm rules : ExamSolutions Maths Revision
ExamSolutions

Logs - Change of base identity (Proof) : ExamSolutions Maths Revision
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Logarithms - Change of base examples : ExamSolutions Maths Revision
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Logarithms : Simplifying and Expanding : ExamSolutions
ExamSolutions

Logs - How to solve equations where x is in the power : ExamSolutions Maths Revision
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Logs - How to Solve Equations that contain log terms : ExamSolutions Maths Revision
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Logs - Using the change of base identity in equations : ExamSolutions Maths Revision
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Logs - Solving quadratic equations in a^x : ExamSolutions Maths Revision
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Logarithms - Simultaneous Equations (1) : ExamSolutions Maths Revision
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Logarithms - Simultaneous Equations (2) : ExamSolutions Maths Revision
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Logarithms - Simultaneous Equations (3) : ExamSolutions Maths Revision
ExamSolutions

Logs - Solving inequalities : ExamSolutions Maths Revision
ExamSolutions

Expanding a Bracket : ExamSolutions Maths Revision
ExamSolutions

Expanding several brackets : ExamSolutions Maths Revision
ExamSolutions

Squaring a Bracket : ExamSolutions Maths Revision
ExamSolutions

What are terms in expressions and equations? : ExamSolutions Maths Revision
ExamSolutions

What is a term? - Revision Exercise : ExamSolutions Maths Revision
ExamSolutions

Identity or Equation - What is the difference? : ExamSolutions Maths Revision
ExamSolutions

How to solve a linear equation (1) (Exercise) : ExamSolutions Maths Revision
ExamSolutions

How to solve a linear equation (2) : ExamSolutions Maths Revision
ExamSolutions

How to solve a linear equation (2) Exercise : ExamSolutions Maths Revision
ExamSolutions

How to solve a linear equation (3) : ExamSolutions Maths Revision
ExamSolutions

How to solve a linear equation (1) : ExamSolutions Maths Revision
ExamSolutions

How to solve a linear equation (4) - Brackets Type : ExamSolutions Maths Revision
ExamSolutions

How to solve a linear equation (4) (Exercise) : ExamSolutions Maths Revision
ExamSolutions

How to solve a linear equation (5) - Fractional Type : ExamSolutions Maths Revision
ExamSolutions

How to solve a linear equation (6) - Fractional Type : ExamSolutions Maths Revision
ExamSolutions

How to solve a linear equation (7) - Fractional Type : ExamSolutions Maths Revision
ExamSolutions

How to solve a linear equation (8) - Fractional Type : ExamSolutions Maths Revision
ExamSolutions

How to solve a linear equation (9) - Fractional Type : ExamSolutions Maths Revision
ExamSolutions

How to solve a linear equation (3) Exercise : ExamSolutions Maths Revision
ExamSolutions

Trigonometry - Right Angled Triangles - Naming the Sides : ExamSolutions
ExamSolutions

Trigonometry - Finding a side (1) : ExamSolutions
ExamSolutions

Trigonometry - Finding a side (2) for Right-Angled Triangles : ExamSolutions
ExamSolutions

Trigonometry - mixed exercise on finding a length : ExamSolutions Maths Revision
ExamSolutions

Trigonometry - Finding an Angle : Right Angle Triangles : ExamSolutions Maths Made Easy
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Trigonometry - mixed exercise on finding angles : ExamSolutions Maths Revision
ExamSolutions

Pythagoras and Trigonometry - Mixed Exercise : ExamSolutions Maths Revision
ExamSolutions

Indices (Exponents) - Introduction : ExamSolutions Maths Revision
ExamSolutions

Indices (Exponents) - Short introductory exercise : ExamSolutions Maths Revision
ExamSolutions

Indices (Exponents) - Multiplication Rule : ExamSolutions Maths Revision
ExamSolutions

Indices (Exponents) - Multiplication Rule (Exercise) : ExamSolutions Maths Revision
ExamSolutions

Indices (Exponents) - Multiplication Rule Extended : ExamSolutions Maths Revision
ExamSolutions

Indices (Exponents) - Multiplication Rule Extended (Exercise) : ExamSolutions Maths Revision
ExamSolutions

Indices (Exponents) - Division Rule : ExamSolutions Maths Revision
ExamSolutions

Indices (Exponents) - Division Rule (Exercise) : ExamSolutions Maths Revision
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Indices (Exponents) - Negative types : ExamSolutions Maths Revision
ExamSolutions

Indices (Exponents) - Negative types (Exercise) : ExamSolutions Maths Revision
ExamSolutions

Indices (Exponents) - Fractions to Negative Powers : ExamSolutions Maths Revision
ExamSolutions

Indices (Exponents) - Fractions to Negative Powers (Exercise) : ExamSolutions Maths Revision
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Indices - Fractional Powers : ExamSolutions
ExamSolutions

Indices (Exponents) - Rational Powers (Exercise) : ExamSolutions Maths Revision
ExamSolutions

Indices - Simplifying Negative Powers : ExamSolutions
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Indices (exponents) - expressing a term as ax^n : ExamSolutions Maths Revision
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Indices (Exponents) - Equation Types : ExamSolutions Maths Revision
ExamSolutions

Indices (Exponents) - Equation Types (Exercise) : ExamSolutions Maths Revision
ExamSolutions

All you need to know about Indices (Summary) : ExamSolutions Maths Revision
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Simplifying Surds : ExamSolutions Maths Revision
ExamSolutions

Surds - Addition and Subtraction : ExamSolutions Maths Revision
ExamSolutions

Surds - Multiplication : ExamSolutions Maths Revision
ExamSolutions

Surds - Division : ExamSolutions Maths Revision
ExamSolutions

Surds - Rationalising : ExamSolutions Maths Revision
ExamSolutions

Algebra: What is Factorising? : ExamSolutions
ExamSolutions

Factorising - Tutorial 1 : ExamSolutions
ExamSolutions

Factorising by Grouping - Tutorial 2 : ExamSolutions
ExamSolutions

Factorising Quadratics - HCF type - Tutorial 3 : ExamSolutions
ExamSolutions

Factorising - Difference of 2 Squares - Tutorial 4 : ExamSolutions
ExamSolutions

Factorising : Quadratic (trinomial) Expressions : ExamSolutions
ExamSolutions

Factorising Quadratic Trinomials (part 1) - Tutorial 5 : ExamSolutions
ExamSolutions

Factorising Quadratic Trinomials (part 2) - Tutorial 6 : ExamSolutions
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Factorising Quadratic Trinomials (part 2) - Tutorial 7 : ExamSolutions
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Factorising Quadratic Trinomials (part 2) - Tutorial 8 : ExamSolutions
ExamSolutions

Factorising Quadratic Trinomials (part 2) - Tutorial 9 : ExamSolutions
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Factorising Quadratic Trinomials (part 2) - Tutorial 10 : ExamSolutions
ExamSolutions

Factorising Extended Quadratic Trinomials - Tutorial 11 : ExamSolutions
ExamSolutions

Factorising: Revision Exercise - Worked Solutions 1-4 : ExamSolutions
ExamSolutions

Factorising: Revision Exercise - Worked Solutions 5-7 : ExamSolutions
ExamSolutions

Factorising: Revision Exercise - Worked Solutions 8-10 : ExamSolutions
ExamSolutions

Completing the Square (1) : ExamSolutions Maths Revision Videos
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Completing the Square (2) : ExamSolutions Maths Revision Videos
ExamSolutions

Completing the Square (3) : ExamSolutions
ExamSolutions

Sketching Quadratic Graphs by Completing the Square (Part 1) : ExamSolutions Maths Revision
ExamSolutions

Sketching Quadratic Graphs by Completing the Square (Part 2) : ExamSolutions Maths Revision
ExamSolutions

Quadratic Equations - Solution by Factorising : ExamSolutions Maths Revision
ExamSolutions

How to Solve a Quadratic Equation by Completing the Square : ExamSolutions
ExamSolutions

How to solve a quadratic equation by the quadratic formula : ExamSolutions Maths Revision
ExamSolutions

How to derive the Quadratic Formula : ExamSolutions Maths Revision
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Quadratic Equations in some function of x : ExamSolutions
ExamSolutions

Simultaneous Equations - Elimination method - Tutorial 1 : ExamSolutions Maths Revision
ExamSolutions

Simultaneous Equations - Elimination method - Tutorial 2 : ExamSolutions Maths Revision
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Simultaneous Equations - Elimination method - Tutorial 3 : ExamSolutions Maths Revision
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Simultaneous Equations - Elimination method - Tutorial 4 : ExamSolutions Maths Revision
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Simultaneous Equations - Elimination method - Tutorial 5 : ExamSolutions Maths Revision
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Simultaneous Equations - Elimination method - Tutorial 6 : ExamSolutions Maths Revision
ExamSolutions

Simultaneous Equations - Substitution Method - Tutorial 1 : ExamSolutions Maths Revision
ExamSolutions

Simultaneous Equations - Substitution Method - Tutorial 2 : ExamSolutions Maths Revision
ExamSolutions

Inequalities - Introduction : ExamSolutions
ExamSolutions

Inequalities - Reversing the inequality sign : ExamSolutions
ExamSolutions

Maths : Solving Linear Inequalities : Examples 1 : ExamSolutions
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Inequalities : Simultaneous type : ExamSolutions
ExamSolutions

Linear Inequalities in two variables - graphical solution : ExamSolutions Maths Revision
ExamSolutions

How to solve a Quadratic Inequality : ExamSolutions Maths Revision
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The Factor Theorem : ExamSolutions
ExamSolutions

How to show that x-1 is a factor of a given polynomial : ExamSolutions
ExamSolutions

How to factorise a cubic polynomial (Method 1) : ExamSolutions
ExamSolutions

How to factorise a cubic polynomial (Method 2) : ExamSolutions
ExamSolutions

How to find constants in a polynomial given factors : ExamSolutions
ExamSolutions

How to solve a cubic equation by factorising : ExamSolutions Maths Revision
ExamSolutions

Equation of a line y=mx+c : ExamSolutions
ExamSolutions

Common questions on using y=mx+c : ExamSolutions Maths Revision
ExamSolutions

Finding the equation of a line given the graph : ExamSolutions Maths Revision
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Equation of a line (alternative form) : ExamSolutions Maths Revision
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Equation of a line : Comparing methods : ExamSolutions Maths Revision
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Coordinate Geometry - Distance between two points : ExamSolutions
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Coordinate Geometry - Mid-point of a line segment : ExamSolutions
ExamSolutions

Coordinate Geometry : Equation of a parallel line : ExamSolutions
ExamSolutions

Coordinate Geometry : Equation of a perpendicular bisector : ExamSolutions
ExamSolutions

Parametric Equations : Introduction : ExamSolutions
ExamSolutions

Parametric Equations : Converting to Cartesian form (1) : ExamSolutions
ExamSolutions

Parametric Equations : Converting to Cartesian form (2) : ExamSolutions
ExamSolutions

Parametric Equations : Curve Sketching (1) : ExamSolutions
ExamSolutions

Parametric Equations : Curve Sketching (2) : ExamSolutions
ExamSolutions

Coordinate geometry : Intersection of 2 straight lines : ExamSolutions
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Coordinate Geometry : Intersection of a line and parabola : ExamSolutions
ExamSolutions

Coordinate Geometry : intersection line and hyperbola : ExamSolutions
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Coordinate Geometry : Intersection of two curves (Introduction) : ExamSolutions
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Coordinate Geometry : Tangent to a parabola : ExamSolutions
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Coordinate Geometry - Equation of a Circle : ExamSolutions Maths Revision
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Circle : Finding the Centre and Radius of Circle : ExamSolutions
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Circle Properties : Coordinate Geometry of the Circle : ExamSolutions
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Tangents : Equation of a tangent to a Circle : ExamSolutions
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Introduction : Equation of a Circle given 3 points on the Circumference : ExamSolutions
ExamSolutions

Example 2 : Equation of a Circle given 3 points on the Circumference : ExamSolutions
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The Modulus Function, |x| : ExamSolutions Maths Revision
ExamSolutions

How to draw y=|f(x)| graphs : ExamSolutions Maths Revision
ExamSolutions

Mod Equations : How to solve |x+1|= -2x-5 : ExamSolutions
ExamSolutions

Mod Equations : How to solve |x-2|= 3 : ExamSolutions
ExamSolutions

Mod Equations : How to solve |3x+9|=|2x+1| : ExamSolutions
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Modulus Inequalities (1) : ExamSolutions
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Modulus Inequalities (2) : ExamSolutions
ExamSolutions

Modulus Inequalities (3) : ExamSolutions
ExamSolutions

Partial Fractions - What are they? : ExamSolutions Maths Revision
ExamSolutions

Partial Fractions - Summary examples : ExamSolutions Maths Revision
ExamSolutions

Partial Fractions - Calculating Constants - 2 linear factors : ExamSolutions Maths Revision
ExamSolutions

Partial Fractions - Calculating Constants - 2 linear factors (summary example) : ExamSolutions Maths
ExamSolutions

Partial Fractions - Calculating Constants - 2 linear factors (summary example) : ExamSolutions Maths
ExamSolutions

Partial Fractions - Calculating Constants - 3 linear factors (summary example) : ExamSolutions Maths
ExamSolutions

Partial Fractions - Calculating Constants - 3 linear factors (summary example) : ExamSolutions Maths
ExamSolutions

Partial fractions - Repeated linear factors (summary example) : ExamSolutions Maths Revision
ExamSolutions

functions - f(x) notation : ExamSolutions
ExamSolutions

Functions : Domain - Range : tutorial 1 : ExamSolutions
ExamSolutions

Functions : Domain - Range : tutorial 2 : ExamSolutions
ExamSolutions

Combining functions : Introduction : ExamSolutions
ExamSolutions

Combining functions : Example 1 : ExamSolutions
ExamSolutions

Combining functions : Example 2 : ExamSolutions
ExamSolutions

Inverse functions : Introduction : ExamSolutions
ExamSolutions

Inverse functions : Example 1 : ExamSolutions
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Inverse functions : Example 2 : ExamSolutions
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Inverse functions : Example 3 : ExamSolutions
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Inverse functions - Graphical relationship : ExamSolutions
ExamSolutions

Functions : Example 1 : ExamSolutions
ExamSolutions

Functions : Example 2 : ExamSolutions
ExamSolutions

More Graphs of common functions : ExamSolutions
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Transformations of Graphs (translations) : ExamSolutions
ExamSolutions

Translations f(x+a) type : Why they work in the way they do : ExamSolutions Maths Revision
ExamSolutions

Translations f(x)+a type : Why they work in the way they do : ExamSolutions Maths Revision
ExamSolutions

Transformations of Graphs : reflections y= - f(x), f(-x) : ExamSolutions
ExamSolutions

Transformations of Graphs : Reflections y=-f(x), y=f(-x) Proof : ExamSolutions
ExamSolutions

Transformations of Graphs (stretches) : ExamSolutions
ExamSolutions

Transformations of Graphs (stretches 1) Proof : ExamSolutions
ExamSolutions

Transformations of Graphs (stretches 2) Proof : ExamSolutions
ExamSolutions

nCr, What is it? : ExamSolutions Maths Revision
ExamSolutions

Binomial Expansion nCr method : ExamSolutions Maths Revision
ExamSolutions

Finding a term or coefficient in a Binomial expansion : ExamSolutions Maths Revision
ExamSolutions

Binomial Expansion : Pascal's Triangle : ExamSolutions
ExamSolutions

Binomial Expansion Formula vs nCr method : ExamSolutions Maths Revision
ExamSolutions

Binomial Expansion : Rational Powers : ExamSolutions
ExamSolutions

Binomial Expansion : Validity for Rational Powers : ExamSolutions
ExamSolutions

Binomial Expansion (partial fractions type) : ExamSolutions Maths Revision
ExamSolutions

Arithmetic Progressions - What are they? : ExamSolutions maths revision
ExamSolutions

How to Prove the Sum of an Arithmetic Progression : ExamSolutions
ExamSolutions

Arithmetic Progressions - Finding a and d given two terms : ExamSolutions
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Arithmetic Progression - Working with consecutive terms : ExamSolutions
ExamSolutions

Arithmetic Series Beastie : ExamSolutions Maths Revision
ExamSolutions

Geometric Progression / Series : ExamSolutions
ExamSolutions

Geometric Series / Sequence : Example (1) : ExamSolutions
ExamSolutions

Geometric Series / Sequence : Example (2) : ExamSolutions
ExamSolutions

Geometric Series - How to handle Investment style problems : ExamSolutions Maths Revision
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Geometric Series - Sum to Infinity : ExamSolutions
ExamSolutions

Geometric Series : Sum to infinity example : ExamSolutions
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Trigonometric graphs : ExamSolutions
ExamSolutions

Transformations of Trig. Graphs y=f(x)+a type: ExamSolutions
ExamSolutions

Transformations of Trig. Graphs y=f(x-a) type: ExamSolutions
ExamSolutions

Transformations of Trig. Graphs y=-f(x) type: ExamSolutions
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Transformations of trig. graphs y=f(-x) type
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Transformations of Trig. Graphs y=kf(x) type: ExamSolutions
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Transformations of Trig. Graphs y=f(kx) type: ExamSolutions
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Transformations of Trig. Graphs y=f(ax+b) type: ExamSolutions
ExamSolutions

Trigonometry - The identities sin(x)/cos(x)=tan(x) and sin^2(x)+cos^2(x)=1 : ExamSolutions
ExamSolutions

Trigonometry : Proving trig Identities (example 1) : ExamSolutions
ExamSolutions

Trigonometry : Proving trig Identities (example 2) : ExamSolutions
ExamSolutions

Trigonometry : Proving trig Identities (example 3) : ExamSolutions
ExamSolutions

Trigonometry : cosθ=cos(-θ) and sinθ=-sin(-θ) : ExamSolutions Maths Tutorials
ExamSolutions

Trigonometry : Solving Equations using identities (Example 1) : ExamSolutions
ExamSolutions

Trigonometry : Solving Equations using identities (Example 2) : ExamSolutions
ExamSolutions

Trigonometry : Solving Equations using identities (Example 3) : ExamSolutions
ExamSolutions

Trigonometry Equations : Pythagorean Types (1) : ExamSolutions
ExamSolutions

Area of a triangle given two sides and an included angle : ExamSolutions Maths Revision
ExamSolutions

Gradient and Graphs
GCSE Guide - GCSE Maths Revision

Factorising
GCSE Guide - GCSE Maths Revision

What Is A Fraction?
GCSE Guide - GCSE Maths Revision

Indices
GCSE Guide - GCSE Maths Revision

Algebraic Expression
GCSE Guide - GCSE Maths Revision

Simultaneous Equations
GCSE Guide - GCSE Maths Revision

Solving Equations – Trial, Improvement & Iteration
GCSE Guide - GCSE Maths Revision

Solving Inequalities - Two Variable & Quadratic
GCSE Guide - GCSE Maths Revision

Travel Graphs - Distance & Time
GCSE Guide - GCSE Maths Revision

Graphs
GCSE Guide - GCSE Maths Revision

Gradients
GCSE Guide - GCSE Maths Revision

Inequalities
GCSE Guide - GCSE Maths Revision

Flow Charts
GCSE Guide - GCSE Maths Revision

Algebraic Fractions
GCSE Guide - GCSE Maths Revision

Past Papers
GCSE Guide - GCSE Maths Revision

Transformations
GCSE Guide - GCSE Maths Revision

Ruler and Compass Construction
GCSE Guide - GCSE Maths Revision

Angles Theorems
GCSE Guide - GCSE Maths Revision

Cyclic Quadrilateral
GCSE Guide - GCSE Maths Revision

Vectors
GCSE Guide - GCSE Maths Revision

Loci Definition
GCSE Guide - GCSE Maths Revision

Shapes, Symmetry and Tessellation
GCSE Guide - GCSE Maths Revision

Loci & Constructions
GCSE Guide - GCSE Maths Revision

Circle Theorems
GCSE Guide - GCSE Maths Revision

Areas and Volumes
GCSE Guide - GCSE Maths Revision

Angles - Acute, Obtuse, Straight and Right
GCSE Guide - GCSE Maths Revision

Standard Deviation Formulas
GCSE Guide - GCSE Maths Revision

Sampling (Statistics)
GCSE Guide - GCSE Maths Revision

Representing Data
GCSE Guide - GCSE Maths Revision

Histograms
GCSE Guide - GCSE Maths Revision

Graphing Functions and Their Derivatives
Professor Dave Explains

Optimization Problems in Calculus
Professor Dave Explains

Understanding Limits and L'Hospital's Rule
Professor Dave Explains

What is Integration? Finding the Area Under a Curve
Professor Dave Explains

The Fundamental Theorem of Calculus: Redefining Integration
Professor Dave Explains

Properties of Integrals and Evaluating Definite Integrals
Professor Dave Explains

Evaluating Indefinite Integrals
Professor Dave Explains

Evaluating Integrals With Trigonometric Functions
Professor Dave Explains

Integration Using The Substitution Rule
Professor Dave Explains

Integration By Parts
Professor Dave Explains

Integration by Trigonometric Substitution
Professor Dave Explains

Advanced Strategy for Integration in Calculus
Professor Dave Explains

Evaluating Improper Integrals
Professor Dave Explains

Finding the Area Between Two Curves by Integration
Professor Dave Explains

Calculating the Volume of a Solid of Revolution by Integration
Professor Dave Explains

Introduction to Geometry: Ancient Greece and the Pythagoreans
Professor Dave Explains

Basic Euclidian Geometry: Points, Lines, and Planes
Professor Dave Explains

Types of Angles and Angle Relationships
Professor Dave Explains

Types of Triangles in Euclidian Geometry
Professor Dave Explains

Graphing Algebraic Functions: Domain and Range, Maxima and Minima
Professor Dave Explains

Transforming Algebraic Functions: Shifting, Stretching, and Reflecting
Professor Dave Explains

Continuous, Discontinuous, and Piecewise Functions
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Inverse Functions
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The Distance Formula: Finding the Distance Between Two Points
Professor Dave Explains

Graphing Conic Sections Part 1: Circles
Professor Dave Explains

Graphing Conic Sections Part 2: Ellipses
Professor Dave Explains

Graphing Conic Sections Part 3: Parabolas in Standard Form
Professor Dave Explains

Graphing Conic Sections Part 4: Hyperbolas
Professor Dave Explains

Graphing Higher-Degree Polynomials: The Leading Coefficient Test and Finding Zeros
Professor Dave Explains

Graphing Rational Functions and Their Asymptotes
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Solving and Graphing Polynomial and Rational Inequalities
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Evaluating and Graphing Exponential Functions
Professor Dave Explains

Logarithms Part 1: Evaluation of Logs and Graphing Logarithmic Functions
Professor Dave Explains

Logarithms Part 2: Base Ten Logs, Natural Logs, and the Change-Of-Base Property
Professor Dave Explains

Logarithms Part 3: Properties of Logs, Expanding Logarithmic Expressions
Professor Dave Explains

Solving Exponential and Logarithmic Equations
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Complex Numbers: Operations, Complex Conjugates, and the Linear Factorization Theorem
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Set Theory: Types of Sets, Unions and Intersections
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Sequences, Factorials, and Summation Notation
Professor Dave Explains

Theoretical Probability, Permutations and Combinations
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The whole of GCSE 9-1 Maths in only 2 hours!! Higher and Foundation Revision for Edexcel, AQA or OCR
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Eduqas GCSE 9-1 Maths Revision
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What you NEED to do to get a grade 9 in your GCSE 9-1 Maths
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The whole of Number in only 24 minutes!! GCSE Maths Revision for Edexcel, AQA, OCR, Eduqas and WJEC
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The whole of Algebra in only 48 minutes!! GCSE Maths Revision for Edexcel, AQA, OCR Eduqas and WJEC
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The whole of Ratio, Proportion and Rates of Change in only 14 minutes!! GCSE 9-1 Maths Revision
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The whole of Statistics and Probability in only 22 minutes.!! GCSE 9-1 Maths Revision
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The whole of Geometry in only 22 minutes!! GCSE Maths Revision for Edexcel, AQA, OCR, Eduqas, WJEC
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Factorising. Algebra #4
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Putting numbers into an algebraic expression. Algebra #2
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Collecting like terms. Algebra #1
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Indices - Algebra #9
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Simultaneous equations - Algebra #15
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Surds are not scary!! (irrational numbers) Algebra #8
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Compound interest - £4500 at 4 percent for 3 years - GCSE maths grade 4
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Compound interest - £3200 at 3.5% for 3 years - GCSE maths grade 4
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How to calculate the volume of a cylinder
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3 Minute Math - Solving Inequalities Using a Numberline
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3 Minute Math - Solving Inequalities as a Linear Equation
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Solving inequalities - GCSE maths level 5 question
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Solving inequalities on a numberline - values of x - GCSE maths level 4
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Solving inequalities with fractions - GCSE maths level 7
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3 Minute Math - Converting Speed kmh to mph
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3 Minute Math - Converting Volumes mm, cm and m
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3 Minute Math - Converting Miles to Kilometres / Kilometers
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3 Minute Math - Converting Fractions to Decimals
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How to convert simple fractions to decimals
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How to convert fractions to decimals - part 2
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How to convert fractions to decimals - part 1
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How to convert or change percentages to fractions
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How to rearrange an algebra formula with a different subject
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How to rearrange a formula to change the subject
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How to rearrange a formula to change the subject
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How to rearrange an algebra formula to change the subject
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Rearrange algebra formula to make n the subject - GCSE Question
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Changing the subject with a square root - GCSE question level 4
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Changing the subject of a formula - grade 6 GCSE
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How to answer simultaneous linear equations question
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How to solve a simultaneous linear equation
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How to solve simultaneous equations by substitution
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How to work out a compound interest rate
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12 men 5 days to sew - proportion exam question
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How to expand and simplify surds in brackets - GCSE exam question
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How to work out the volume of a cone and hemisphere.
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How to subtract or takeaway difficult fractions :-)
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How to solve a simultaneous quadratic and linear equation
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How to solve a quadratic equation by substitution - eliminating y
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How to solve simultaneous equations ... with negative numbers
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How to work with simultaneous equations - eliminating x
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Solve algebra fractions, with completing the square, to find the value of x
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How to translate a shape on a graph
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How to translate a shape with a vector
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How to reflect a shape on the y axis
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How to reflect a shape on the x axis
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How to enlarge a shape on a graph by scale factor
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How to enlarge a shape by scale factor of a half
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Q2 Enlargement by negative scale factor
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Q3 Enlargement by negative scale factor
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Q7 Enlargement by negative scale factor
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3 Minute Math - Dividing Fractions
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How to divide decimals by decimals
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How to divide decimals by a whole number
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Multiplying and dividing by 10, 100 and 1000
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How to work out HCF (GCF) and LCM using short division
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Short division with Lol - Blooper
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How to do short division using times tables
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How to do long division using bus stop and fraction method
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How to do short division using bus stop method
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Short division with Lol :D
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How to do long division using chunking method
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How to do Short Division or How Many Lots?
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How to do Long Division or How Many Lots?
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How to do long division by decimal bus stop method
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3 Minute Math - Solving linear equations introduction
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3 Minute Math - Solving linear equations with brackets
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3 Minute Math - Solving linear equations with brackets on both sides
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How to solve linear equations with fractions and brackets
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How to solve linear equations with fractions
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How to solve linear equations with brackets
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How to solve linear equations tutorial
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How to solve linear equations with 'x' on both sides
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How to solve a linear equation with a fraction - exam question
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Solving linear equations with a fraction - GCSE maths level 4
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Solving linear equations - GCSE maths level 5 question
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Solving linear equations with fractions - GCSE maths level 6
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Solving linear equations with takeaway of two fractions - GCSE maths level 8?
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How to use stratified sampling
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Stratified Sampling - GCSE Mathematics practice question 1
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Stratified Sampling - GCSE Mathematics Q4
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Stratified Sampling - GCSE Mathematics Q15
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Stratified Sampling - GCSE Mathematics Q16
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How to use the quadratic formula - exam question 5x2 + x + 11 = 14
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Using the quadratic formula - A grade exam question 3x2 + 7x - 13 = 0
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How to use the quadratic formula - A grade exam question x2 + x + 11 = 14
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How to get an A in mathematics
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'Show That' Quadratic Formula Volume Question GCSE Level 7
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Quadratic Formula Area 'Show That' - GCSE Level 7
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Completing the square leaving answer in surd form - higher level
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Completing the square show in surd form - higher level
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Higher level completing the square, write in the form a(x + p)squared + q
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What is density?
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How to calculate mass - density question
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How to work out the volume of a cuboid / regular prism
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How to calculate the volume of a hemisphere
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How to simplify algebra fractions - GCSE level 5
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Simplify an algebra fraction using factorisation - GCSE maths grade 5
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Simplify an algebraic fraction using factorisation - GCSE maths grade 5
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Simplifying algebra fractions by using factorising - GCSE maths grade 5
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Simplify an algebra fraction using factorisation - GCSE maths grade 5
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Simplify an algebraic fraction using factorisation - GCSE maths grade 5
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Crash Course Statistics Preview
Crash Course

What Is Statistics: Crash Course Statistics #1
Crash Course

Mathematical Thinking: Crash Course Statistics #2
Crash Course

Mean, Median, and Mode: Measures of Central Tendency: Crash Course Statistics #3
Crash Course

Measures of Spread: Crash Course Statistics #4
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Charts Are Like Pasta - Data Visualization Part 1: Crash Course Statistics #5
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Plots, Outliers, and Justin Timberlake: Data Visualization Part 2: Crash Course Statistics #6
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The Shape of Data: Distributions: Crash Course Statistics #7
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Correlation Doesn’t Equal Causation: Crash Course Statistics #8
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Controlled Experiments: Crash Course Statistics #9
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Sampling Methods and Bias with Surveys: Crash Course Statistics #10
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Science Journalism: Crash Course Statistics #11
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Henrietta Lacks, the Tuskegee Experiment, & Ethical Data Collection: Crash Course Statistics #12
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Probability Part 1: Rules and Patterns: Crash Course Statistics #13
Crash Course

Probability Part 2: Updating Your Beliefs with Bayes: Crash Course Statistics #14
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The Binomial Distribution: Crash Course Statistics #15
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Geometric Distributions & The Birthday Paradox: Crash Course Statistics #16
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Randomness: Crash Course Statistics #17
Crash Course

Z-Scores and Percentiles: Crash Course Statistics #18
Crash Course

The Normal Distribution: Crash Course Statistics #19
Crash Course

Confidence Intervals: Crash Course Statistics #20
Crash Course

How p-values help us test hypotheses: Crash Course Statistics #21
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P-Value Problems: Crash Course Statistics #22
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Playing with Power: P-Values Pt 3: Crash Course Statistics #23
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Maths for Programmers: Introduction (Tips For Learning)
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Maths for Programmers: Introduction (What Is Discrete Mathematics?)
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Maths for Programmers: Sets (What Is A Set?)
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Maths for Programmers: Sets (Interval Notation & Common Sets)
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Maths for Programmers: Sets (What Is A Rational Number?)
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Maths for Programmers: Sets (Here Is A Non-Rational Number)
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Maths for Programmers: Sets (Set Operators)
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Maths for Programmers: Sets (Set Operators (Examples))
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Maths for Programmers: Sets (Subsets & Supersets)
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Maths for Programmers: Sets (The Universe & Complements)
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Maths for Programmers: Sets (Subsets & Supersets (Examples))
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Maths for Programmers: Sets (The Universe & Complements (Examples))
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Maths for Programmers: Sets (Idempotent & Identity Laws)
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Maths for Programmers: Sets (Complement & Involution Laws)
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Maths for Programmers: Sets (Associative & Commutative Laws)
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Maths for Programmers: Sets (Distributive Law (Diagrams))
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Maths for Programmers: Sets (Distributive Law Proof (Case 1))
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Maths for Programmers: Sets (Distributive Law Proof (Case 2))
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Maths for Programmers: Sets (Distributive Law (Examples))
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Maths for Programmers: Sets (DeMorgan’s Law)
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Maths for Programmers: Sets (DeMorgan’s Law (Examples))
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Maths for Programmers: Logic (What Is Logic?)
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Maths for Programmers: Logic (Propositions)
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Maths for Programmers: Logic (Composite Propositions)
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Maths for Programmers: Logic (Truth Tables)
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Maths for Programmers: Logic (Idempotent & Identity Laws)
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Maths for Programmers: Logic (Complement & Involution Laws)
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Maths for Programmers: Logic (Commutative Laws)
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Maths for Programmers: Logic (Associative & Distributive Laws)
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Maths for Programmers: Logic (DeMorgan’s Laws)
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Maths for Programmers: Logic (Conditional Statements)
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Maths for Programmers: Logic (Logical Quantifiers)
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Maths for Programmers: Logic (What Are Tautologies?)
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