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Identity of tan x
sin x / cos x
identity of cot x
cos x / sin x
Identities of sin, cos, tan, csc, sec, cot
sin = 1/csc, cos = 1/sec, tan = 1/cot
Sin and Cos identity
sinĀ² x + cosĀ² x = 1
Sec and Tan identity
secĀ² x - tanĀ² x = 1
Csc and Cot identity
cscĀ² x - cotĀ² x = 1
sinĀ² identity
sinĀ² x = (1-cos(2x))/2
cosĀ² identity
cosĀ² x = (1+cos(2x))/2
Integral of secĀ² x dx
tan x + c
Integral of cscĀ² x dx
-cot x + c
Integral of cos x dx
sin x + c
Integral of sin x dx
-cos x + c
Integral of (sec x)(tan x)dx
sec x + c
Integral of(csc x)(cot x) dx
-csc x + c
Integral of tanĀ²x
tan x - x
Integral of cotĀ² x
-cot x - x
Derivative of tan x
secĀ² x
Derivative of sec x
sec x tan x
Integral of tan x
ln |sec x| or -ln |cos x|