(a3−2)(a3−4)\left(a^3-2\right)\left(a^3-4\right)(a3−2)(a3−4)
dydx=(y+4)(y−1)y\frac{dy}{dx}=\left(y+4\right)\left(y-1\right)ydxdy=(y+4)(y−1)y
5x(4xy)5x\left(4xy\right)5x(4xy)
5x−4>x+85x-4>x+85x−4>x+8
∫(−3cosx+4sec2x)dx\int\left(-3\cos x+4\sec^{2}x\right)dx∫(−3cosx+4sec2x)dx
logb(81)=4\log_b\left(81\right)=4logb(81)=4
−[−(−2)+10] -\left[-\left(-2\right)+10\right]\:−[−(−2)+10]
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