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I need to find the indefinite integral of 2/(1 + 4x^2). I have looked through every example in my textbook and every note from class, as well as asked another student in the class, and cannot find how to do this.
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look at arctan all you need to do to use arctan formula is substitution: 2x=u try it & let me know
\[=\int\limits_{ }^{}2dx/(1+4x ^{2})=\int\limits_{}^{}du/(1+u ^{2})=\arctan u=\arctan (2x)+ const\]
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