AP Calculus BC - Trig Identities, Integrals, Derivatives

sin(π/3)

√3/2

cos(π/6)

√3/2

tan(π/4)

1

sin(2π/3)

√3/2

sin(0)

0

cos(0)

1

tan(0)

0

sin(π/2)

1

cos(π/2)

0

sin²x+cos²x

1

sin(2x)

2sinπcosπ

cos²x-sin²x

cos(2x)

cos(3π)

-1

cos(2π)

1

sin(2π)

0

sin(x+y)

sin(x)cos(y)+cos(x)sin(y)

cos(x+y)

cos(x)cos(y)-sin(x)sin(y)

∫sin u du

-cos u + C

∫cos u du

sin u + C

∫sec² u du

tan u + C

∫csc² u du

-cot u + C

∫sec u tan u du

sec u + C

∫csc u cot u du

-csc u + C

d/dx [sin x]

cos x

d/dx [cos x]

-sin x

d/dx [tan x]

sec²x

d/dx [cot x]

-csc²x

d/dx [sec x]

sec(x)tan(x)

d/dx [csc x]

-csc(x)cot(x)