20(x+4)20\left(x+4\right)20(x+4)
∫(3+x)4dx\int\left(3+x\right)^4dx∫(3+x)4dx
ydydx=5sin(x)y\frac{dy}{dx}=5sin\left(x\right)ydxdy=5sin(x)
11.25⋅611.25\cdot611.25⋅6
93a3x2y−52a2x3y2−129a2x293a^3x^2y-52a^2x^3y^2-129a^2x^293a3x2y−52a2x3y2−129a2x2
(+1350):(−54)\left(+1350\right):\left(-54\right)(+1350):(−54)
3−2x≥53-2x\ge53−2x≥5
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