10x2y+2xy, x=−5, y=−210x^2y+2xy,\:x=-5,\:y=-210x2y+2xy,x=−5,y=−2
dydx=2xy2+162x\frac{dy}{dx}=2xy^2+162xdxdy=2xy2+162x
3x2−12x=−43x^2-12x=-43x2−12x=−4
6⋅.756\cdot.756⋅.75
cos(4π)=43xcos\left(4\pi\right)=\frac{4}{3}xcos(4π)=34x
∫15x−x2+8dx\int15x\sqrt{-x^2+8}dx∫15x−x2+8dx
(−15):(+3)+(−3)\left(-15\right):\left(+3\right)+\left(-3\right)(−15):(+3)+(−3)
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