−sin+3=sin−4-\sin+3=\sin-4−sin+3=sin−4
(−10+5−1)−(−4−6)\left(-10+5-1\right)-\left(-4-6\right)(−10+5−1)−(−4−6)
7xyz+42x2yz7xyz+42x^2yz7xyz+42x2yz
∫(sec(6x)−tan(6x))2dx\int\left(\sec\left(6x\right)-\tan\left(6x\right)\right)^2dx∫(sec(6x)−tan(6x))2dx
−8x4+6x3+2x2+x−1x2+1-8x^4+6x^3+2x^2+x-1x^2+1−8x4+6x3+2x2+x−1x2+1
limx→∞ 3x−x2+x−1\lim_{x\to\infty}\:3x-\sqrt{x^2+x-1}x→∞lim3x−x2+x−1
∫cot2(x)sin2(x)dx\int\cot^2\left(x\right)\sin^2\left(x\right)dx∫cot2(x)sin2(x)dx
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