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OCR MEI Core 3 7.11 Harder Integration by Substitution Problems
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OCR MEI Core 3 7.12 EXTENSION Integration by Substitution Question (uses some Core 4)
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OCR MEI Core 3 7.10 Examples of Definite Integrals using Integration by Substitution
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OCR MEI Core 3 3.05 Examples of Solving Modulus Inequalities
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OCR MEI Core 3 4.09 Tricky Factorisation
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OCR MEI Core 3 7.14 When Integration by Parts goes wrong
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OCR MEI Core 4 4.09 Find the Vector Equation of a Line Between Two Points
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OCR MEI Core 2 3.11 Examples of Differentiating with Fractional and Negative Indices
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OCR MEI Core 3 1.17 Harder Examples of Solving Equations with exp(x)
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OCR MEI Core 1 4.02 Solving More Challenging Linear Inequalities
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OCR MEI Core 3 4.02 Introducing the Chain Rule
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OCR MEI Core 2 4.11 Finding the Exact Area between a Line and the x-axis using Integration
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OCR MEI Core 1 7.13a Using the Factor Theorem to Solve a Cubic Equation and Sketch the Curve
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OCR MEI Core 1 7.03 Multiplying Polynomials
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OCR MEI Core 1 3.08 Sketching Quadratics in Completed Square Form
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OCR MEI Core 3 2.25 Finding the Inverse of a Function
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OCR MEI Core 3 1.16 Solve exp(2x) - 4exp(x) + 3 = 0
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OCR MEI Core 3 8.04 Examples of Disproving by Counter-Example
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OCR MEI Core 3 8.06 Direct Proof Example 2 - An Algebraic Argument
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OCR MEI Core 3 8.02 Proof by Exhaustion Example 1 - Divisible by 4
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OCR MEI Core 1 4.09 Introducing Problems involving Inequalities and the Discriminant
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OCR MEI Core 1 8.03 Introducing Binomial Expansion: (a + b)^n
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OCR MEI Core 1 3.13 Introducing the Discriminant
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