cos2x−2sinx=1cos2x-\sqrt{2}sinx=1cos2x−2sinx=1
x−83x−5=3x−1\frac{x-8}{3x-5}=\frac{3}{x-1}3x−5x−8=x−13
5x2−x−65x^2-x-65x2−x−6
4x2−16y22x−4y\frac{\:4x^2-16y^2}{2x-4y}2x−4y4x2−16y2
(x3+2y)4\left(x^3+2y\right)^4(x3+2y)4
ddx y=2+3x4−5x\frac{d}{dx}\:y=\frac{2+3x}{4-5x}dxdy=4−5x2+3x
∫13(9x+4)dx\int_1^3\left(9x+4\right)dx∫13(9x+4)dx
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