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Integrate the following functions sec^2x/sqrt(tan^2x+4) |
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Answer» Solution :PUT TAN X = t. Then `dt = sec^2x dx` therefore` int sec^2 x/sqrt(tan^2 x+4) dx = int dt/sqrt(t^2+4)` = `log|t+sqrt(t^2+4)|+c` =`log |tanx+ sqrt(tan^2 x+4)|+c` |
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