year 13 A Level Maths

You are expected to have your formula sheet for this exam

Topics included (These have been linked to the relevant sections of this website)

Topics covered at the end of year 12

• Algebraic Fractions

• Partial Fractions

• Trapezium Rule

• Iteration

• Arc length, area of a sector, area of a triangle, sine rule and cosine rule in radians

• Reciprocal and inverse trigonometric identities

• Functions

• Differentiation chain rule (including trignometry, exponentials and logarithms)

Topics covered at the start of year 13

• Arithmetic series

• Geometric series

• Proof of summation formulas for arithmetic and geometric series

• Trigonometry compound angle rules

• Trigonometry double angle indentites

• Solving trigonometric equations using CAST

• Proving identities

• R-Form for asinx+bcosx 

Formulae you need to have memorised

67% of the paper is pure, 33% Mechanics & Statistics

Paper 1 Pure only

Paper 2 Pure, Mechanics and Statistics

A tracker sheet for your revision is available on googleclassroom.  You are expected to log your revision.

Paper 1

Thursday 20th Nov

P1 CX (RL)

P2 CY (PJ) and CZ (KWi)

Friday 21st Nov

P1 BX (JLH) BY (MJ)

Paper 2

Mon 24th Nov

P1 BY with DF

P3 CX (MJ), CY (LWi), CZ (DDy(

Tues 25th 

P1 BX (DF)

Topics included

All year 12 could appear content Pure, Mechanics and Statistics.

For full list see the downloadable revision list on googleclassroom.

Note 60% of the exam is As (year 12) content.

Integral maths summary sheets at the bottom on this webpage

Year 13 Pure Topics that could appear

• Algebraic Fractions

• Partial Fractions

• Trapezium Rule

• Iteration

• Arc length, area of a sector, area of a triangle, sine rule and cosine rule in radians

• Reciprocal and inverse trigonometric identities

• Functions

• Differentiation chain rule (including trignometry, exponentials and logarithms)

• Arithmetic series

• Geometric series

• Proof of summation formulas for arithmetic and geometric series

• Sigma Notation

• Trigonometry compound angle rules

• Trigonometry double angle indentites

• Solving trigonometric equations using CAST

• Proving identities

• R-Form for asinx+bcosx 

• Small angle approximations

• Differentiation form first principles

• Quotient, Product and Chain rule

• Concave, Convex and Points of Inflection

Year 13 Mechanics Topics that could appear

• Friction and forces on slopes

• 3D Vectors

Year 13 Statistics Topics that could appear

• Conditional probability

• Finding probability for Normal distribution

Click here to access last years assessment week exam and markschemes

Formulas you need to memorise 

67% of the paper is pure, 33% Mechanics & Statistics

Paper 1 Pure 67 marks and Mechanics 33 marks

Paper 2 Pure 67 marks and Statistics 33 marks

A tracker sheet for your revision is available on googleclassroom.  You are expected to log your revision.

Note the tracker includes all the A level topics, if there is an X next to it then it is not in the mock but that allows you to use the same sheet as you continue to the summer.

Topics included

All year 12 could appear content Pure, Mechanics and Statistics. 

For full list see the downloadable revision list on googleclassroom.

Integral maths summary sheets at the bottom on this webpage

Year 13 Pure Topics that could appear 

In blue these are the additional topics since assessment week

• Algebraic Methods

  • • Algebraic Fractions

    • Partial Fractions

    • Functions

• Numerical Methods

  • • Trapezium Rule

    • Iteration

    • Newton Rapheson Method

• Trigonometry

  • • Arc length, area of a sector, area of a triangle, sine rule and cosine rule in radians

    • Reciprocal and inverse trigonometric identities

    • Trigonometry compound angle rules

    • Trigonometry double angle indentites

    • Solving trigonometric equations using CAST

    • Proving identities

    • R-Form for asinx+bcosx 

    • Small angle approximations

• Sequences and Series

  • • Arithmetic series

    • Geometric series

    • Proof of summation formulas for arithmetic and geometric series

    • Sigma Notation

    • Binomial Expansion (1+x)^n

• Differentiation

  • • Differentiation form first principles

    • Differentiation chain rule (including trignometry, exponentials and logarithms)

    • Quotient, Product and Chain rule

    • Concave, Convex and Points of Inflection

    • Implicit Differentiation

• Integration

  • • Area between two curves

    • Reverse chain rule f(ax+b)

    • Integrating f'(x)/f(x)

    • Integrating using partial fractions

    • Integration with trigonometric identities

    • Integration by parts

    • Integration by substitution

Year 13 Mechanics Topics that could appear

• Friction and forces on slopes

• 3D Vectors

Year 13 Statistics Topics that could appear

• Conditional probability

• Finding probability for Normal distribution

CLICK HERE TO TAKE YOU TO AS Level PAST PAPERS

CLICK HERE TO TAKE YOU TO A Level PAST PAPERS

Formulas you need to memorise