y=3⋅yy=3\cdot yy=3⋅y
x2+7x−8=0x^2+7x-8=0x2+7x−8=0
(−5)+ (−1) − (−4)\left(-5\right)+\:\left(-1\right)\:-\:\left(-4\right)(−5)+(−1)−(−4)
(5n2+n)(5n2x+)\left(5n^2+n\right)\left(5n^2x+\right)(5n2+n)(5n2x+)
∫10− x2xdx\int\frac{\sqrt{10-\:x^2}}{x}dx∫x10−x2dx
(x2−3y3)5\left(x^2-3y^3\right)^5(x2−3y3)5
(−5m3)⋅(−8m3)\left(-5m^3\right)\cdot\left(-8m^3\right)(−5m3)⋅(−8m3)
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