x+2y=6x+2y=6x+2y=6
8(x+1)=4x−88\left(x+1\right)=4x-88(x+1)=4x−8
dydx=3x216−y2y\frac{dy}{dx}=\frac{3x^2\sqrt{16-y^2}}{y}dxdy=y3x216−y2
1t−4=tt+24\frac{1}{t-4}=\frac{t}{t+24}t−41=t+24t
∫04−12xdx\int_0^4-12xdx∫04−12xdx
log3.1(2)\log_{3.1}\left(2\right)log3.1(2)
log 5 x=2\log_{\:5}\:x=2log5x=2
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