x3−5x2+3x+14 + x−3x^3-5x^2+3x+14\:+\:x-3x3−5x2+3x+14+x−3
x2−9x+63x^2-9x+63x2−9x+63
5x2+6xy=55x^2+6xy=55x2+6xy=5
∫x10x11+7dx\int x^{10}\sqrt{x^{11}+7}dx∫x10x11+7dx
s−10s−5\frac{s^{-10}}{s^{-5}}s−5s−10
y=lncosxxy=lncosx^{\sqrt{x}}y=lncosxx
(2x+4)(x2−x)\left(2x+4\right)\left(x^2-x\right)(2x+4)(x2−x)
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