(s+2)+3(s+4)\left(s+2\right)+3\left(s+4\right)(s+2)+3(s+4)
∫(x+1)e−5xdx\int\left(x+1\right)e^{-5x}dx∫(x+1)e−5xdx
1−4 .+16 +551-4\:.+16\:+551−4.+16+55
(cosx(1−sinx)+(sinx−1)cosx)\left(\frac{cosx}{\left(1-sinx\right)}+\frac{\left(sinx-1\right)}{cosx}\right)((1−sinx)cosx+cosx(sinx−1))
(−5.67)⋅(8.9)\left(-5.67\right)\cdot\left(8.9\right)(−5.67)⋅(8.9)
r(x)=2x2x4+1r\left(x\right)=\frac{2x^2}{x^4+1}r(x)=x4+12x2
−16x3y2+4x2y−8xy−4xy\frac{-16x^3y^2+4x^2y-8xy}{-4xy}−4xy−16x3y2+4x2y−8xy
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