−4732+−3269-4732+-3269−4732+−3269
(x3+3y)(a2+3b)\left(x^3+3y\right)\left(a^2+3b\right)(x3+3y)(a2+3b)
−dydx+y=−x2−2x+9-\frac{dy}{dx}+y=-x^2-2x+9−dxdy+y=−x2−2x+9
4logx(3)4\log_x\left(3\right)4logx(3)
x2+y2−5x2+17xy+y2x^2+y^2-5x^2+17xy+y^2x2+y2−5x2+17xy+y2
−x−2=x+16-x-2=x+16−x−2=x+16
∫2416−x2x dx\int_2^4\frac{\sqrt{16-x^2}}{x}\:dx∫24x16−x2dx
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