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Evaluate the following integrals: int_2^3 xdx/(x^2+1) |
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Answer» Solution :`int_2^3 (X dx)/(x^2+1) = 1/2 int_2^3 (2X dx)/(x^2+1)` =`1/2[log|x^2+1|]_0^3` =`1/2[log10-log5]` `= 1/2 log ((10)5) = 1/2 LOG2` |
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