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Integral (y^2)/(25+y^2) dy
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I'm tempted to cancel out the y^2 but I feel like that is wrong?
\[y^2+25-25=y^2\]
+1 @freckles then a tan sub
yes \(\large\color{black}{\displaystyle\int\limits_{~}^{~}\frac{y^2}{y^2+25}~dy=\int\limits_{~}^{~}\left(1-\frac{25}{y^2+25}\right)~dy}\) \(u=5\tan(y)\) \(du=5\sec^2(y)\)
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