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GCSES
maths
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Created by
zainab faisal
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Cards (147)
area
of a
circle
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surface area
of a
sphere
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surface area of a cone
πr
x
slanted length
x
πr^2
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volume
of
cone
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volume
of a
sphere
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area of trapezium
1/2(a+
b
) x height
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circumference of a circle
π
x
d
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volume of a cuboid
l x
w
x
h
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volume
of a
cylinder
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volume of a pyramid
1/3
x
area of base
x
h
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distance
speed
x
time
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density
mass
/
volume
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pressure
force
/
area
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Pythagoras' Theorem
a^2
+
b^2
=
c^2
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Quadratic equation
when
ax^2
+
bx
+ c = 0
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Sine rule
a
/
sinA
= b/
sinB
= c/
sinC
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Cosine
rule
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Area of a triangle
1/2 x a x b x
sinC
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area of a sector
angle
/
360
x area of full circle
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segment
area
sector area
- area of
triangle
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x
angles
equal
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corresponding angles
equal
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alternate angles
equal
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co-interior angles
add to
180
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total of exterior angles
360
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1
exterior angle
360
/
number of sides
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sum of interior angles
(
sides
- 2) x 180
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a^m
x
b^n
ab^m+n
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a^m
/
b^n
a/b^
m-n
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a^0
1
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a^1
a
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(a^m)^n
a^mxn
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(a/m)^n
a^n
/
m^n
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a^-m
1/
a^m
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a^m/n
(
^n√a
)^m
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3D
Pythagoras' theorem
a^2
+ b^2 + c^2 = d^2
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when to use cosine rule
2 sides and an
angle
enclosed by them
all
3 sides
no angle
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when to use sine rule
2
angles
any
side
2 sides and an angle thats not
enclosed
by them
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inverse functions
replace x's with y's and
make
everything equal to x
make y the subject
replace the y with
f^-1(x)
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y=f(x)+a
translation
in the
y-axis
(move up or down by the
amount
of a eg. +2 = move up 2)
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