(.18)−4\left(.18\right)-4(.18)−4
limx−>2(x2−3x−10x+2)\lim x->2\left(\frac{x^2-3x-10}{x+2}\right)limx−>2(x+2x2−3x−10)
(4(2t2+2t))(2t+1)2\left(4\left(2t^2+2t\right)\right)\left(2t+1\right)^2(4(2t2+2t))(2t+1)2
y′ =3y5xy'\:=\frac{3y}{5x}y′=5x3y
(z+1)2\left(z+1\right)^2(z+1)2
(x+1)2(x−5)2\left(x+1\right)^2\left(x-5\right)^2(x+1)2(x−5)2
senx = 0.2senx\:=\:0.2senx=0.2
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