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Solve the Integral

Find the integral f(x) = kx(1-x)^2
where 'k' is a constant

Solution Preview

1st method (if you want the answer in expanded form)
integral [f(x).dx]
= integral [kx(1-x)^2.dx]
= integral [kx (1 + x^2 - 2x).dx]
= integral [ (kx + kx^3 - 2kx^2)dx]
= kx^2/2 + kx^4/4 - 2kx^3/3 + c
= kx^2/2 - ...

Solution Summary

An Integral is solved.

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