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Antiderivatives
Integrals
| Question | Answer |
|---|---|
| ∫ sin x dx = | -cos x + c |
| ∫ cos x dx = | sin x + c |
| ∫ sec^2 x dx = | tan x + c |
| ∫ csc^2 x dx = | -cot x + c |
| ∫ sec x tan x dx = | sec x + c |
| ∫ csc x cot x dx = | -csc x + c |
| ∫ tan x dx = | -ln(cos x) + c |
| ∫ cot x dx = | ln(sin x) + c |
| ∫ sec x dx = | ln(sec x tan x) + c |
| ∫ csc x dx = | -ln(csc x cot x) + c |
| ∫ e^x dx = | e^x + c |
| ∫ a^x dx = | (a^x)/(lna) + c |
| ∫ 1/x dx = | ln |x| + c |
Created by:
cet1
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