15⋅∣−14∣15\cdot\left|-14\right|15⋅∣−14∣
tan2x−tan3x1+tan2xtan3x\frac{\tan2x-\tan3x}{1+\tan2x\tan3x}1+tan2xtan3xtan2x−tan3x
3b53b4\frac{3b^5}{3b^4}3b43b5
(x+10)x(x+6)\left(x+10\right)x\left(x+6\right)(x+10)x(x+6)
∫cos(x)⋅sen(x)1−cos(x)dx\int\frac{cos\left(x\right)\cdot sen\left(x\right)}{1-cos\left(x\right)}dx∫1−cos(x)cos(x)⋅sen(x)dx
(9y3)(−8y4)\left(9y^3\right)\left(-8y^4\right)(9y3)(−8y4)
1+cos 2x2+3cos x+3\frac{1+cos\:2x}{2}+3cos\:x+321+cos2x+3cosx+3
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