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    				| 1. | 
                                    Integrate the following functions sqrt(tanx)/(sinx cosx) | 
                            
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Answer» Solution :`sqrt(TANX)/(sinx cosx) = sqrt(tanx)/(cos^2x (sinx/cosx))`  =`sqrt(tanx)/(cos^2x tanx) = sec^2x/sqrt(tanx)` = Let t = tanx. Then dt = `sec^2x DX ` THEREFORE `int sqrt(tanx)/(sinx cosx)` =`int dt/sqrtt = 2sqrtt +C = 2sqrt(tanx) +c`  | 
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