dydx(8x5+3y5=11xy)\frac{dy}{dx}\left(8x^5+3y^5=11xy\right)dxdy(8x5+3y5=11xy)
y2−10+25y^2-10+25y2−10+25
(9−8x)(9+8x)\left(9-8x\right)\left(9+8x\right)(9−8x)(9+8x)
sin(−817)cos(−1517)\sin\left(-\frac{8}{17}\right)\cos\left(-\frac{15}{17}\right)sin(−178)cos(−1715)
(−83)(0)\left(-83\right)\left(0\right)(−83)(0)
y=23 x6−xy=\frac{2}{3}\:x^6-\sqrt{x}y=32x6−x
4+3 .−2 −8+24+3\:.-2\:\:-8+24+3.−2−8+2
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