Applications of Differentiation Revision Notes, Past Papers & Questions for A-Level Edexcel Maths: Pure

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Revision Question

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66% of students got this correct.

What does the gradient of a normal to a curve represent?

The positive reciprocal of the tangent's gradient

The negative reciprocal of the tangent's gradient

The same as the gradient of the tangent

The square of the tangent's gradient

The derivative of the function at that point

Well done!

A-Level Edexcel Maths: Pure Applications of Differentiation Revision Notes

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Other A-Level Edexcel Maths: Pure topics to explore

Maths: Pure AQA Maths: Pure Edexcel Maths: Pure OCR

1.1 Proof

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2.1 Laws of Indices & Surds

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2.3 Simultaneous Equations

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2.7 Graphs of Functions

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2.9 Transformations of Functions

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2.13 Further Modelling with Functions

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3.1 Equation of a Straight Line

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3.2 Circles

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4.3 Arithmetic Sequences & Series

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4.4 Geometric Sequences & Series

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4.5 Sequences & Series

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4.6 Modelling with Sequences & Series

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5.1 Basic Trigonometry

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5.2 Trigonometric Functions

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5.3 Trigonometric Equations

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5.4 Radian Measure

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5.5 Reciprocal & Inverse Trigonometric Functions

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5.8 Trigonometric Proof

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5.9 Modelling with Trigonometric Functions

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6.1 Exponential & Logarithms

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6.3 Modelling with Exponentials & Logarithms

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7.1 Differentiation

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7.2 Applications of Differentiation

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7.3 Further Differentiation

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7.4 Further Applications of Differentiation

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7.5 Implicit Differentiation

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8.1 Integration

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8.2 Further Integration

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8.3 Differential Equations

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9.1 Parametric Equations

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9.2 Further Parametric Equations

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10.1 Solving Equations

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11.1 Vectors in 2 Dimensions

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11.2 Vectors in 3 Dimensions

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Laws of Indices & Surds

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Quadratics

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Simultaneous Equations

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Polynomials

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Rational Expressions

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Graphs of Functions

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Combinations of Transformations

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Modelling with Functions

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Further Modelling with Functions

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Circles

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Binomial Expansion

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Geometric Sequences & Series

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Sequences & Series

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Basic Trigonometry

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Radian Measure

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Reciprocal & Inverse Trigonometric Functions

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Compound & Double Angle Formulae

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Further Trigonometric Equations

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Modelling with Trigonometric Functions

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Exponential & Logarithms

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Laws of Logarithms

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Modelling with Exponentials & Logarithms

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Differentiation

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Further Differentiation

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Integration

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Further Integration

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Differential Equations

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Parametric Equations

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Further Parametric Equations

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Solving Equations

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Modelling involving Numerical Methods

Maths: Pure Edexcel

Vectors in 2 Dimensions

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2.1 Laws of Indices & Surds

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2.2 Quadratics

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2.4 Inequalities

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2.5 Polynomials

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2.8 Functions

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2.11 Partial Fractions

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3.2 Circles

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4.1 Binomial Expansion

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4.2 General Binomial Expansion

Maths: Pure Edexcel

5.4 Radian Measure

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6.1 Exponential & Logarithms

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6.2 Laws of Logarithms

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7.1 Differentiation

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7.3 Further Differentiation

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7.4 Further Applications of Differentiation

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8.1 Integration

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8.2 Further Integration

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8.3 Differential Equations

Maths: Pure Edexcel

9.1 Parametric Equations

Maths: Pure Edexcel

9.2 Further Parametric Equations

Maths: Pure Edexcel

10.1 Solving Equations

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11.1 Vectors in 2 Dimensions

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1.1 Proof

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1.2 Proof by Contradiction

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2.2 Quadratics

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2.3 Simultaneous Equations

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2.4 Inequalities

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2.5 Polynomials

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2.6 Rational Expressions

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2.7 Graphs of Functions

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2.8 Functions

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2.9 Transformations of Functions

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2.10 Combinations of Transformations

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2.11 Partial Fractions

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2.12 Modelling with Functions

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3.1 Equation of a Straight Line

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3.2 Circles

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4.1 Binomial Expansion

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4.2 General Binomial Expansion

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4.3 Arithmetic Sequences & Series

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4.5 Sequences & Series

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5.1 Basic Trigonometry

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5.6 Compound & Double Angle Formulae

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5.7 Further Trigonometric Equations

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6.1 Exponential & Logarithms

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6.2 Laws of Logarithms

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7.3 Further Differentiation

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8.2 Further Integration

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8.3 Differential Equations

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9.1 Parametric Equations

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10.1 Solving Equations

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10.2 Modelling involving Numerical Methods

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