∫x13dx\int x\sqrt{13}dx∫x13dx
4sin(a)−2 = 0\:4\sin\left(a\right)-2\:=\:04sin(a)−2=0
3−1⋅303^{-1}\cdot3^03−1⋅30
−3x+8=2x+8-3x+8=2x+8−3x+8=2x+8
sin2x1+cos−cos(x)=1\frac{sin^2x}{1+cos}-\cos\left(x\right)=11+cossin2x−cos(x)=1
dxdt=−x3\frac{dx}{dt}=-x^3dtdx=−x3
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