3sin2(u)−2sin(u)=03\sin^2\left(u\right)-2\sin\left(u\right)=03sin2(u)−2sin(u)=0
( 5ax + 4 ) ( 2ax + 6 )\left(\:5ax\:+\:4\:\right)\:\left(\:2ax\:+\:6\:\right)(5ax+4)(2ax+6)
∫(4x2⋅e2x)dx\int\left(4x^2\cdot e^{2x}\right)dx∫(4x2⋅e2x)dx
∫(z+2)2dz\int\left(z+2\right)^2dz∫(z+2)2dz
2xxy\frac{2x}{xy}xy2x
(3x2−5x+14)+(2x−17)\left(3x^2-5x+14\right)+\left(2x-17\right)(3x2−5x+14)+(2x−17)
(2x + 7)2 (x+7) (x−7)\left(2x\:+\:7\right)^2\:\left(x+\sqrt{7}\right)\:\left(x-\sqrt{7}\right)(2x+7)2(x+7)(x−7)
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