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Math 113 1
Calculus Integration part 1
Question | Answer |
---|---|
Integral: u^n du | = u^(n+1)/n+1 + C |
Integral: 1/u du | = ln|u| + C |
Integral: e^u du | = e^u + C |
Integral: a^u du | = a^u/ln(a) + C |
Integral: sin(u) du | = -cos(u) + C |
Integral: cos(u) du | = sin(u) + C |
Integral: sec^2(u) du | = tan(u) + C |
Integral: csc^2(u) du | = cot(u) + C |
Integral: sec(u)tan(u) du | = sec(u) + C |
Integral: csc(u)cot(u) du | = -csc(u) + C |
Integral: tan(u) du | = ln|sec(u)+tan(u)| + C |
d/dx uv (product rule) | = uv' + vu' |
d/dx f(g(x)) (chain rule) | = f'(g(x))g'(x) |