int(tanx)/(logsecx)dx = . . . . . . . ....

`int(tanx)/(logsecx)dx` = . . . . . . . . . .

Answer

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int(dx)/(xlogx) :

`(logx)/(x)+c`

`(x)/(logx)+c`

`((logx)^(2))/(2)+c`

`log(logx)+c`

int(sqrt(tanx))/(sin2x)dx is

`sqrt(tanx)+c`

`2sqrt(tanx)+c`

`(1)/(2) sqrt(tan x)+c`

`(1)/(4) sqrt(tan x )+c`

inte^(alogx)dx is equal to

`int(e^(alogx))/(a)+C`

`(x^(a+1))/(a+1)+C`

`(x^(a+1))/(a-1)`

`a.x^(a)+C`