A6=b (15) Z x (x a)2 dx= a a x lnja xj (16) Z x ax2 bx c dx= 1 2a lnjax2bxcj b a p 4ac 2b2 tan 1 2ax b p 4ac b Integrals with Roots (17 · integrate $\tan^{1}(x)/x$ using power series Ask Question Asked 1 year, 1 month ago Active 1 year, 1 month ago Viewed 2 times 0 $\begingroup$ $$ \int \frac{\tan^{1} (x)}{x} \, dx $$ Having trouble finding a power series representation of this This is what I have so far but the math software telling me it's incorrect $$ C\sum_{n=0}^\infty \frac{\left(1\right)^n}{2n1}x^{2nMethod 1 math\smallint {\tan ^{ 1}}x\frac{1}{{1 {x^2}}}dx/math Put math{\tan ^{ 1}}x = t/math mathx = \tan t/math Differentiating wrt to t, we
Integration Of The Tanx 1 Sinx How To Solve The Problem Askiitians