tan5x⋅csc2x⋅sin2x⋅cot2xtan^5x\cdot csc^2x\cdot sin^2x\cdot cot^2xtan5x⋅csc2x⋅sin2x⋅cot2x
3x5y3⋅8x2y33x^5y^3\cdot8x^2y^33x5y3⋅8x2y3
∫ (5arcsin (5x))dx\int\:\left(5\arcsin\:\left(5x\right)\right)dx∫(5arcsin(5x))dx
a2−10a+16a^2-10a+16a2−10a+16
2⋅cot2(x)⋅cos(3⋅x)−csc2(x)+1=02\cdot\cot^2\left(x\right)\cdot\cos\left(3\cdot x\right)-\csc^2\left(x\right)+1=02⋅cot2(x)⋅cos(3⋅x)−csc2(x)+1=0
(81xy6−94x)\left(81xy^6-\frac{9}{4}x\right)(81xy6−49x)
4≤x+14\le x+14≤x+1
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