ADD Maths Equations Flashcards

1
Q

Equation of a circle.

A

(x-a)^2 , (x-a)^2 = r^2

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2
Q

Trig identities Tan

A

Tan x = Sin x
———-
Cos x

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3
Q

Trig identities Cos/Sin

A

Sin2x + Cos2x = 1

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4
Q

P(A given B)

A

P(A given B) = P(AnB)
————-
P(B)

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5
Q

P(A or B)

A

P(A or B) = P(A) + P(B) - P(AnB)

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6
Q

P(A and B)

A

P(A and B) = P(A) x P(B)

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7
Q

Purmutations

A

nPr = n!
——-
(n-r)!

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8
Q

Combinations

A

nCr = n!
———-
r! (n-r)!

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9
Q

P(r success)

A

P(r success) = nCr p^r q^n-r

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10
Q

Log xy

A

Log xy = log x + log y

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11
Q

Log (x/y)

A

Log (x/y) = Log x - Log y

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12
Q

Log x^n

A

Log x^n = n log x

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13
Q

Log Rules:
__
Log n_/x

A

Log Rules:
__
Log n_/x = log x ^1/n = 1/n log x

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14
Q

Loga1

A

Loga1 = 0

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15
Q

Log a A

A

Log a A = 1

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16
Q

Log Rules:
1
Log ——
x^n

A

Log Rules:
1
Log —— = -n log x
x^n

17
Q

y = mx + c (logs)

A

logy = xloga + logK

18
Q

How do you find the stationary turning point?

A

Let dy/dx = 0

19
Q

SUVAT

V U A T

A

v = u + a t

20
Q

SUVAT

V U T S

A

s = (v-u)t
———
2

21
Q

SUVAT

A T U S

A

s = ut + 1/2 a t^2

22
Q

SUVAT

U V A S

A

v^2 = u^2 + 2as