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Cards (100)
area of a circle
surface area
of a sphere
surface
area of a cone
(πr x slanted length) + πr^
2
volume
of cone
volume
of a sphere
area
of trapezium
1/2(a+b) x height
circumference of a circle
π x d
volume
of a cuboid
l
x w x h
volume
of a cylinder
volume of a
pyramid
1/3
x area of
base
x h
distance
speed x time
density
mass
/
volume
pressure
force
/
area
Pythagoras' Theorem
a^2 +
b^2
=
c^2
Quadratic equation
when
ax
^2 + bx + c =
0
Sine rule
a/
sinA
= b/
sinB
= c/sinC
Cosine
rule
Area
of a triangle
1/2 x a x b x
sinC
area
of a sector
angle/360 x
area
of
full circle
segment area
sector area -
area
of
triangle
x angles
equal
corresponding angles
equal
alternate angles
equal
co
-interior angles
add to
180
total of exterior angles
360
1 exterior angle
360/number
of sides
sum of interior
angles
(sides - 2) x
180
sin/cos/tan
45
, lengths=
sin/cos/tan
30
or
60
, lengths=
a^m x a^n
a^m+n
a^m / a^n
a^m-n
a^0
1
a^1
a
(a^m)^n
a^
mxn
(a/m)^n
a^n/m^n
a
^
-m
1/a^m
a
^
1
/m
^
m√a
a
^m/n
(^n√a)^
m
3D Pythagoras' theorem
a^2 +
b^2
+
c^2
= d^2
when to use cosine rule
2
sides and an
angle
enclosed by them
all
3
sides
no
angle
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