Maths Formula Flashcards

1
Q

Area of a trapezium

A

A = 1/2 ( a + b) h

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2
Q

Volume of prism

A

area of cross section x depth

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3
Q

exterior angle formulae

A

exterior angle = 360°/ n

n = Number of angles

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4
Q

sum of interior angles in a n-sided polygon

A

sum of interior angles = ( n - 2 ) x 180°

n = Number of angles

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5
Q

Percentage increase

A

Percentage increase = (new amount - original / original amount) x 100

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6
Q

Percentage decrease

A

Percentage decrease = (actual decrease / original amount) x 100

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7
Q

Volume of a pyramid

A

1/3 x area of base x h

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8
Q

Percentage profit

A

Percentage profit = (profit / cost price) x 100

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9
Q

Percentage loss

A

Percentage loss = (loss / cost price) x 100

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10
Q

Simple interest

A

I = (P x R x T) / 100

I = Simple interest
P = Principal
R = Rate
T = Time or duration

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11
Q

Surface area of a sphere

A

SA = 4πr^2

SA = Surface Area
^2 = Squared

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12
Q

Volume of a sphere

A

V = 4/3πr

V = Volume
r = Radius

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13
Q

Surface area to volume ratio

A

SA:V = surface area / volume

SA = Surface Area
V = Volume

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14
Q

Trigonometric ratios

A

(SOH) sin x° = o/h
(CAH) cos x° = a/h
(TOA) tan x° = o/a

o = Opposite (to the right angle)
a = Adjacent (to the right angle)
h = Hypotenuse (longest side)

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15
Q

Area of a parallelogram

A

A = b x h

A = Area
B = Base
H = Height

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16
Q

Quadratic Forumula

A

x = (-b ±√b^2 - 4ac) / 2a

± = + or -
√ = Square Root

A quadratic equation is a second order equation written as ax2 + bx + c = 0 where a, b, and c are coefficients of real numbers and a ≠ 0.

17
Q

Pythagoras Theorem (Right angled triangles)

A

a^2 + b^2 = c^2
c^2 - a^2 = b^2
c^2 - b^2 = a^2

a or b = Lines adjacent to right angle
c = Hypotenuse
^2 = Squared

18
Q

Sine rule

A

a/Sin A = b/sin B = c/Sin C

19
Q

Area of circle

A

A = πr^2

A = Area
r = Radius
^2 = Squared

20
Q

Volume of a cone

A

V = 1/3πr^2h

V = Volume
r = Radius
^2 = Squared
h = Height

21
Q

Standard deviation

A

σ = sqrt( Σ (X - x̄)2 / n-1)

Σ = summation
x̄ = mean of data set
X = data point
n = amount of data points

22
Q

Angle in degrees of a linear function relative to the x-axis

A

θ = tan-1(m) * 180 / π

m = gradient