2sin2x=sinx+32sin^2x=sinx+32sin2x=sinx+3
8x3y2−14x3y2−5+x3y2+88x^3y^2-14x^3y^2-5+x^3y^2+88x3y2−14x3y2−5+x3y2+8
∫sin5xcos3x dx\int sin5xcos3x\:dx∫sin5xcos3xdx
12(x2−y2)−52(x2−y2)\frac{1}{2}\left(x^2-y^2\right)-\frac{5}{2}\left(x^2-y^2\right)21(x2−y2)−25(x2−y2)
4−8ln(x)=94-8\ln\left(x\right)=94−8ln(x)=9
3xy+2x3xy+2x3xy+2x
−7−4−12−8+4−9+1-7-4-12-8+4-9+1−7−4−12−8+4−9+1
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