integration of (ax+b) raise to the power 2
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Step-by-step explanation:
Given equation (ax+b)^2
For this equation we want antiderivative
Here antiderivative nothing but integration
So integration of (ax+b)^2 we want
∫(ax+b)^2*dx
∫(a^2*x^2+b^2+2abx)*dx
a^2(x^3/3)+b^2(x)+2ab(x^2/2)
Antiderivative of (ax+b)^2 = a^2(x^3/3)+b^2(x)+2ab(x^2/2)
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