x+16=3x+16=3x+16=3
−644(2−6)-\frac{64}{4\left(2-6\right)}−4(2−6)64
dydx=eln(x+4y)\frac{dy}{dx}=e^{ln\left(x+4y\right)}dxdy=eln(x+4y)
dydx(xy−ln (xy)=8xy)\frac{dy}{dx}\left(\sqrt{xy-\ln\:\left(xy\right)}=8xy\right)dxdy(xy−ln(xy)=8xy)
m2n3−2n;m=−5yn=−3m^2n^3-2n;m=-5yn=-3m2n3−2n;m=−5yn=−3
(−a7)(a−6)\left(-a^7\right)\left(a^{-6}\right)(−a7)(a−6)
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