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Changes to GCSEs for
the current Year 8s
Changes to grades and tiers
A*
A
B
C
D
E
F
G
U

9
8
7
6
5
4
3
2
1
U
Changes to targets and accountability

FFTD

Levels of progress

A*-C
Changes to assessment objectives

Current

New (F)
AO1

AO2

New (H)
AO3
Changes to the provision of formulae
Changes to the provision of formulae
Changes to the Foundation Tier

Current
Foundation
Tier
Changes to the Foundation Tier

-

Questionnaires
-

-

Stem and leaf

Frequency polygons
- Metric and imperial
conversions
- Trial & improvement
Changes to the Foundation Tier

+ Lots of content
that is currently
Higher Tier
Changes to the Foundation Tier

Giving answers as
multiples of π
Changes to the Foundation Tier

Standard form
Changes to the Foundation Tier

Significant figures
Changes to the Foundation Tier

Expanding double
brackets
Changes to the Foundation Tier

Solving quadratics
by factorising
Changes to the Foundation Tier

Difference of 2
squares
Changes to the Foundation Tier

Difference between
an equation and an
identity
Changes to the Foundation Tier

y = mx + c
and gradients of
parallel lines
Changes to the Foundation Tier

Sketching
quadratics, cubics
and 1/x
Changes to the Foundation Tier

Simultaneous
equations
Changes to the Foundation Tier

Density, mass and
volume
Changes to the Foundation Tier

Percentage change
and reverse
percentages
Changes to the Foundation Tier

Direct and inverse
proportion
Changes to the Foundation Tier

Compound interest
Changes to the Foundation Tier

Similar shapes
Changes to the Foundation Tier

Congruence rules
(SSS, SAS, ASA, RHS)
Changes to the Foundation Tier

Enlargement with
fractional scale
factors
Changes to the Foundation Tier

Arc lengths and
areas of sectors
Changes to the Foundation Tier

sin, cos & tan
Changes to the Foundation Tier

Probability trees
Changes to the Foundation Tier

Sampling.
Changes to the Foundation Tier

+ Some (minor)
completely new
content
Changes to the Foundation Tier

Equation of a line
through two points
Changes to the Foundation Tier

Recognising
quadratic, triangular
and Fibonacci
sequences
Changes to the Foundation Tier

Compound
measures including
pressure
Changes to the Foundation Tier

Expressing a
multiplicative
relationship as a
ratio or fraction
Changes to the Foundation Tier

Writing a ratio as a
linear function
Changes to the Foundation Tier

Growth and decay
problems
Changes to the Foundation Tier

Inequality notation
to specify error
intervals due to
rounding
Changes to the Foundation Tier

The ≠ symbol
Changes to the Foundation Tier

Standard
convention for
naming sides and
angles
Changes to the Foundation Tier

Deriving the sum of
angles in a triangle
Changes to the Foundation Tier

Exact values of
sin, cos and tan at
0°, 30°, 45°, 60°, 90°
Changes to the Foundation Tier

Venn diagrams
Changes to the Foundation Tier

Outliers
Changes to the Foundation Tier

Correlation does
not imply causation.
Changes to the Higher Tier

Current Higher
Tier
Changes to the Higher Tier

-

Questionnaires
-

-

Stem and leaf

Frequency polygons

- Metric and imperial
conversions
Changes to the Higher Tier

+ All the new stuff
that was in purple
Changes to the Higher Tier

+ Some more
(mostly minor)
additions
Changes to the Higher Tier

Equation of a circle
centred at the origin
Changes to the Higher Tier

Equation of a
tangent to a circle
Changes to the Higher Tier

Iteration
Changes to the Higher Tier

Quadratic
inequalities
Changes to the Higher Tier

th
n

term of a
quadratic sequence
Changes to the Higher Tier

Geometric
sequences where r
is a surd
Changes to the Higher Tier

Rates of change by
looking at tangents
Changes to the Higher Tier

Proof of the circle
theorems
Changes to the Higher Tier

The probability
AND and OR rules
Changes to the Higher Tier

Recurring decimals
Changes to the Higher Tier

Finding inverse and
composite functions
Changes to the Higher Tier

Turning points of
quadratics by
completing the
square
Changes to the Higher Tier

Sketching y = tan x
Changes to the Higher Tier

Interpreting
tangents and areas
under graphs in
real-life contexts.
Next steps
Read more at

bit.ly/maths2015

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Changes to GCSE Maths 2015