∫19s−2ds\int\frac{1}{\sqrt{9s-2}}ds∫9s−21ds
(4xy−2x)2\left(4xy-2x\right)^2(4xy−2x)2
2(−4)4+7(−4)3−4(−4)2−4−12\left(-4\right)^4+7\left(-4\right)^3-4\left(-4\right)^2-4-12(−4)4+7(−4)3−4(−4)2−4−1
dydx=5(y2+25)\frac{dy}{dx}=5\left(y^2+25\right)dxdy=5(y2+25)
dydxln(tan (x)+1)+c\frac{dy}{dx}ln\left(tan\:\left(x\right)+1\right)+cdxdyln(tan(x)+1)+c
x9y−y10x^9y-y^{10}x9y−y10
8s3(s2−s−2)\frac{8}{s^3\left(s^2-s-2\right)}s3(s2−s−2)8
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