JimmyCat
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I'm having a problem with the following integral: x^3/sqrt[1 + x^2] dx
Can this be done with substitution or integration by parts?
Throw me some hints at this one please!
Sorry I forgot to include my attempt.
I tried solving this by substitution, letting u=1-x^2. Then letting (-1/2)du = xdx. Simplifying it down and came to the answer of 1/3(1-x^2)-sqrt(1-x^2) + C
Can this be done with substitution or integration by parts?
Throw me some hints at this one please!
Sorry I forgot to include my attempt.
I tried solving this by substitution, letting u=1-x^2. Then letting (-1/2)du = xdx. Simplifying it down and came to the answer of 1/3(1-x^2)-sqrt(1-x^2) + C
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