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Integrate each of the given functions.$$\int \frac{4 x d x}{\left(1+x^{2}\right)^{2}}$$
$-\frac{2}{1+x^{2}}+C$
Calculus 1 / AB
Chapter 28
Methods of Integration
Section 2
The Basic Logarithmic Form
Integrals
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In the problem we have to find the integration which is four X dx. Do you want to buy one plus X squared to the power to so further one plus X esquire is assumed as t all it is twice of X. Dx that equals DT. So this is four X D X equals twice DT. Now this becomes twice D. T. Divided by the esquire. For this equal stood to integration to the power minus two DT. Or this is equal to two into to the power minus one liberated by minus one plus C. Are these equals two minus two upon T plus C. This is equal to minus two, the world by one plus X square plus. See So this is the answer.
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