−x2+1x2−4\frac{-x^2+1}{x^2-4}x2−4−x2+1
2(2r+3)+2(2r+5)2\left(2r+3\right)+2\left(2r+5\right)2(2r+3)+2(2r+5)
∫sin2(x2)dx\int\sin^2\left(\frac{x}{2}\right)dx∫sin2(2x)dx
3xy2−5x2y−8x3−5x2+8x3−3xy23xy^2-5x^2y-8x^3-5x^2+8x^3-3xy^23xy2−5x2y−8x3−5x2+8x3−3xy2
lnx+33ln\sqrt[3]{x+3}ln3x+3
3a−12s+2a−4s3a-12s+2a-4s3a−12s+2a−4s
−7(1−p)−6(6p−5)-7\left(1-p\right)-6\left(6p-5\right)−7(1−p)−6(6p−5)
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