∫cosec(u) cot(u) du = - cosec(u) + C ∫(a2 - u2)-1/2du = - arcsin(u/a) + C ∫(a2 + u2)-1/2du = (1/a) arctan(u/a) + C ∫(a2 - u2)-1/2du = - arcsin(u/a) + C d/dx[∫xaf(t)dt] = f(x)Table 1. Common integrals.Integration...
Answer to: Evaluate: Integration of (sec^2 x(tan x - 2)^3 - {cosec x * cot x} / {(cosec x - 2)^5} - e^x square root of {ex + 1}) dx By signing up,...
\(\int \tan x d x=-\log |\cos x|+C\) \(\int \cot x d x=\log |\sin x|+C\) \(\int \sec x d x=\log |\sec x+\tan x|+C\) \(\int \operatorname{cosec} x d x=\log |\operatorname{cosec} x-\cot x|+C\)....
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