∫x34x4dx\int x^34^{x^4}dx∫x34x4dx
3+4−5⋅3+933+4-5\cdot3+\frac{9}{3}3+4−5⋅3+39
v−5v2−10v+25\frac{v-5}{v^2-10v+25}v2−10v+25v−5
−5x2+7x+6−x+2\frac{-5x^2+7x+6}{-x+2}−x+2−5x2+7x+6
(1+cos(2x))csc(2x)=cot(x)\left(1+\cos\left(2x\right)\right)\csc\left(2x\right)=\cot\left(x\right)(1+cos(2x))csc(2x)=cot(x)
1x+x2−1x−x2\frac{1}{x+x^2}-\frac{1}{x-x^2}x+x21−x−x21
343a3−216b3343a^3-216b^3343a3−216b3
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