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Power of x
|  | c = 0 |
|  | x = 1 |
|  | xn = n x(n-1) |
Exponential / Logarithmic
|  | ex = ex |
|  | bx = bx ln(b) |
|  | ln(x) = 1 / x |
|  | logb(x) = 1 / x ln(b) |
Trigonometric
|  | sin(x) = cos(x) |
|  | cos(x) = -sin(x) |
|  | csc(x) = -csc(x) cot(x) |
|  | sec(x) = sec(x) tan(x) |
|  | tan(x) = sec2(x) |
|  | cot(x) = -csc2(x) |
Inverse Trigonometric
|  | arcsin(x)= 1 / (1 - x 2) |
|  | arccos(x)= - 1 / (1 - x 2) |
|  | arctan(x)= 1 / (1 + x 2) |
|  | arccot(x)= - 1 / (1 + x 2) |
|  | arccsc(x)= - 1 / |x| (x 2 - 1) |
|  | arcsec(x)= 1 / |x| (x 2 - 1) |
Hyperbolic
|  | sinh(x) = cosh(x) |
|  | cosh(x) = sinh(x) |
|  | tanh(x) = 1 - tanh2(x) |
|  | csch(x) = - coth(x) csch(x) |
|  | sech(x) = - tanh(x) sech(x) |
|  | coth(x) = 1 - coth2(x) |
return back
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