(−3a2b)⋅(8ab5)\left(-3a^2b\right)\cdot\left(8ab^5\right)(−3a2b)⋅(8ab5)
p2−2p+1p^2-2p+1p2−2p+1
∫(x3+1)4(3x2)dx\int\left(x^{3}+1\right)^{4}\left(3x^{2}\right)dx∫(x3+1)4(3x2)dx
(−1)2⋅3−13+(−1)3−1\left(-1\right)^{2\cdot3}-1^3+\left(-1\right)^{3-1}(−1)2⋅3−13+(−1)3−1
12 a3b4−34a2b\frac{1}{2\:}a^3b^4-\frac{3}{4}a^2b21a3b4−43a2b
dydx= sin(5x)cos(5x)\frac{dy}{dx}=\:\:\sin\left(5x\right)\cos\left(5x\right)dxdy=sin(5x)cos(5x)
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