120−60\frac{120}{-60}−60120
x3+8x3−10x3x^3+8x^3-10x^3x3+8x3−10x3
2x+2=142x+2=142x+2=14
dydx=3(x+1)y\frac{dy}{dx}=\frac{3\left(x+1\right)}{y}dxdy=y3(x+1)
sin2t(sect+cossect)costtant=1+tant\frac{\sin^2t\left(\sec t+\cos\sec t\right)}{\cos t\tan t}=1+\tan tcosttantsin2t(sect+cossect)=1+tant
y2−2yx+x2y^2-2yx+x^2y2−2yx+x2
9x2+12xy+4x9x^2+12xy+4x9x2+12xy+4x
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