−pp\frac{-p}{p}p−p
t2⋅dxdt+5tx=t3⋅ln(t)+4t^2\cdot\frac{dx}{dt}+5tx=t^3\cdot ln\left(t\right)+4t2⋅dtdx+5tx=t3⋅ln(t)+4
125−v3125-v^3125−v3
3x2−153x^2-153x2−15
2a⋅(4b+6c)(6c−2a)⋅2a\frac{2a\cdot\left(4b+6c\right)}{\left(6c-2a\right)\cdot2a}(6c−2a)⋅2a2a⋅(4b+6c)
x3−2x2+31x+20x+5\frac{x^3-2x^2+31x+20}{x+5}x+5x3−2x2+31x+20
∫92x+53dx\int\frac{9^{2x+5}}{3}dx∫392x+5dx
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