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Created by
Finn Batsford
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Cards (20)
Area of triangle:
1/2absinC
cos²A
+ sin²A = 1
sec²A =
1 + tan²A
cosec²A =
1 + cot²A
sin2A =
2sinAcosA
cos2A =
cos²A
- sin²A
tan2A =
2tanA
/1 - tan²A
arc length =
rθ
Area of sector =
1/2r²θ
Volume of cylinder
πr²h
Surface area of cylinder
2πrh
+ 2πr²
Volume of sphere
4/3πr³
Surface area of sphere
4πr²
Newton-raphson formula:
xn+1
=
xn
– f(xn)
/
f’(xn)
Integral of sin2x:
∫
½
(
1-cos(2x)
)
Integral of cos2x:
∫
½
(
1+cos(2x)
)
Other double angle formula:
cos2θ=
2cos²θ−1
Other double angle formula:
cos2θ=
1−2sin²θ
Integral of tanx:
sec²x
Integral of lnx:
1/x