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x2+xy2=6x^2+xy^2=6x2+xy2=6
limx→1(x21−x)\lim_{x\to1}\left(\frac{x^2}{1-x}\right)x→1lim(1−xx2)
5logb(q)−logb(r)5\log_b\left(q\right)-\log_b\left(r\right)5logb(q)−logb(r)
(100+2x)y′+y=7(100+2x)\left(100+2x\right)y'+y=7\left(100+2x\right)(100+2x)y′+y=7(100+2x)
(15m3n3+5)2\left(15m^3n^3+5\right)^2(15m3n3+5)2
−4x3+16x2+156x−216-4x^3+16x^2+156x-216−4x3+16x2+156x−216
(2x)7−1=2x−1\left(2x\right)^7-1=2x-1(2x)7−1=2x−1
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