∫(3x+3)cos(3x+3)dx\int\left(3x+3\right)\cos\left(3x+3\right)dx∫(3x+3)cos(3x+3)dx
23+252^3+2^523+25
log(3n+4)=2\log\left(3n+4\right)=2log(3n+4)=2
2x33−43x2\frac{2x^3}{3}-\frac{4}{3x^2}32x3−3x24
2x2z+x2−2y+4=−12x^2z+x^2-2y+4=-12x2z+x2−2y+4=−1
x⋅y′+y=xx\cdot y'+y=xx⋅y′+y=x
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