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sec (x) =
1 / cos (x)
csc (x) =
1 / sin (x)
tan (x) =
sin (x) = cos (x)
cot (x) =
cos (x) / sin (x) = 1 / tan (x)
d / dx [ sin^-1 (x) ] =
1 / squart of 1 - x²
d / dx [ cos ^ -1 (x) ] =
- 1 / squart of 1 - x²
d / dx [ tan^-1 (x) ] =
1 / 1 + x²
d / dx [ csc^-1 (x) ] =
- 1 / x squart of x² - 1
d / dx [ sec^-1 (x) ] =
1 / x squart of x² - 1
d / dx [ cot^-1 (x) ] =
-1 / 1 +0