x4+3x2\frac{x^4+3}{x^2}x2x4+3
120(−8)\frac{120}{\left(-8\right)}(−8)120
+20 +30 +50 −10+20\:+30\:+50\:-10+20+30+50−10
(tan2x+1)(cos2(−x)−1)=−tan2x\left(\tan^2x+1\right)\left(\cos^2\left(-x\right)-1\right)=-\tan^2x(tan2x+1)(cos2(−x)−1)=−tan2x
6x5+x+5x4+3x26x^5+x+5x^4+3x^26x5+x+5x4+3x2
(3x+1)(3x−4)\left(3x+1\right)\left(3x-4\right)(3x+1)(3x−4)
∫14sin(3x)dx\int14\sin\left(3x\right)dx∫14sin(3x)dx
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