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Searches related to a/l maths syllabus

The latest syllabus is version 2 published May 2020 For information about changes to this syllabus for 2020 2021 and 2022 go to page 54 Cambridge International AS & A Level Mathematics 9709 syllabus for 2020 2021 and 2022

Syllabus

Mathematics 9709

‘We think the Cambridge curriculum is superb preparation for university." www.cambridgeinternational.org/ISO9001 1

Why choose this syllabus?

Cambridge International AS & A Level Mathematics

confident responsible reective innovative engaged

Exam preparation resources

Community

Training

Teaching resources

Support

for Cambridge

International

AS & A Level

2

Syllabus overview

Support for Cambridge International AS & A Level Mathematics

Content sectionAssessment

componentTopics included or or or

Pure Mathematics only

Pure Mathematics and

Mechanics

Pure Mathematics and

Probability & Statistics

Pure Mathematics,

Mechanics and

Probability & Statistics

Pure Mathematics and

Probability & Statistics(No progression to A Level) Guide to prior learning for Paper 4 Further Probability and Statistics

Paper 1Paper 4

Paper 2Paper 5

Paper 3Paper 6

Route 1

AS Level only

Paper 1

Pure

Mathematics 1Paper 2

Pure

Mathematics 2Paper 3

Pure

Mathematics 3Paper 4

MechanicsPaper 5

Probability &

Statistics 1Paper 6

Probability &

Statistics 2

Either

Or Or

Route 2

A Level (staged

over two years)Paper 1 Pure

Mathematics 1Paper 2

Pure

Mathematics 2Paper 3

Pure

Mathematics 3Paper 4

MechanicsPaper 5

Probability &

Statistics 1Paper 6

Probability &

Statistics 2

Either

Or Or

Route 3

A Level

Paper 1

Pure

Mathematics 1Paper 2

Pure

Mathematics 2Paper 3

Pure

Mathematics 3Paper 4

MechanicsPaper 5

Probability &

Statistics 1Paper 6

Probability &

Statistics 2

Either

Or

Assessment objectiveWeighting in components %

Paper 1Paper 2Paper 3Paper 4Paper 5Paper 6

Assessment objectiveWeighting in AS Level %Weighting in A Level % 3

Subject content

and ia ^hc m

X , where kn

VaZ 1.1

Quadratics

ax 2 bx c y = ax 2 bx c ax 2 bx c ax 2 bx c = 0 x + y + 1 = 0x 2 y 2 = 25 2 x + 3 y = 73x 2 = 4 + 4 xy x x x 4 - 5 x 2 + 4 = 0xxfifl n tan 2 x = 1 + tan x 1

Pure Mathematics 1

1.2

Functions

x x x1i and range of =xxx^ an gf fg

Vaxxxr2r2

Z nfifl y = x yf(x) yf(xayf(x + a) yaf(x)yf(ax 1.3

Coordinate geometry

y mx+c y -y 1 m(x - x 1 )ax + by + c = 0 x a 2 y b 2 r 2 a b )r x 2 y 2 + 2 gx + 2 fy c = 0 k y x k 1

Pure Mathematics 1

1.4

Circular measure

ii== 1.5

Trigonometry

y = 3 sin xy = 1 - cos 2x ^hcmXnfpr2

304560

ZX fi sin -1 xcos -1quotesdbs_dbs47.pdfusesText_47
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