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Cards (126)
Area of a square/rectangle
b
x
h
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Volume of a cube/cuboid
b x
h
x
w
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Area of a triangle
1/2
x
b
x
h
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Area of a circle
πr
(
squared
)
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Circumference
of a circle
πd or 2πr
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Volume of a cylinder
πr(squared)
h
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Volume of a cone
1/3πr(squared)
h
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Volume
of a
sphere
4/3πr(cubed)
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Volume of any prism
Area
of
cross section
x
length
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Volume of a pyramid
1/3
x
base area
x height
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Surface area of a sphere
4πr
(
squared
)
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Curved surface area of a cone
πrl
(l=
slant
)
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Surface area of a cylinder
2πrh
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Pythagoras' Theorem
H
(squared) = a (squared) +
b
(squared)
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Sine ratio
S =
O/H
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Cosine ratio
C =
A
/
H
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Tangent ratio
T=
O/A
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The
quadratic formula
x = b +- (
square root
) b (squared) - 4 a c
÷
2 a
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Sine rule for sides
a /
SinA
= b /
SinB
= c/
SinC
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Sine rule for angles
SinA/
a
= SinB/
b
= SinC/
c
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Cosine rule for sides
a(
squared
)=b(squared)+c(squared)-2bcCosA
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Cosine rule for angles
CosA
= b(
squared
)+c(squared)-a(squared) ÷2bc
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Sine
0
0 = (squareroot) 0/2
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Sine 30
1/2 = (squareroot) 1/2
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Sine
45
(squareroot)
2/2
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Sine
60
(
squareroot
)
3/2
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Sine
90
1
= (squareroot)
4/2
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Cosine
0
1
= (squareroot)
4
/
2
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Cosine 30
(squareroot) 3/2
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Cosine
45
(
squareroot
)
2/2
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Cosine
60
(
squareroot
)
1/2
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Cosine 90
0 = (
squareroot
) 0/2
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Tangent
0
0
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Tangent
30
1
÷ (squareroot) 3
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Tangent 45
1
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Tangent
60
Squareroot
3
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Tangent
90
∞
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BIDMAS
Brackets
,
Indices
,
Division
, Multiplication, Addition and
Subtraction
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Mode
The number that appears the most
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Median
The number directly in the middle after ordering
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