∫(x^2 dx)/((x^2 - 1)^(5/2)), x 1

Question

∫(x^2 dx)/((x^2 - 1)^(5/2)), x &gt; 1

Emily Himsel · Answer

So for this one, we have 5 minus 2, and then in parentheses, 7x minus 1, which is equal to 2x pl

Ali Soave · Answer

Let&#x27;s start by combining the like terms together. We have 5x and negative x on the right side, s

Deboney Harris · Answer

Alright, so we&#x27;re asked to solve this equation. First thing we need to do is get rid of the pare

Christopher Stanley · Answer

And this problem we want to solve one -fifth x plus 7 is equal to negative 4 -fifths x. In order

James Kiss · Answer

On the left -hand side of this equation, we can think of 2x minus 5 minus x plus 1 as 2x minus 5

\int \frac{x^2 dx}{(x^2 - 1)^(5/2)}, x > 1