Let `f(x) = 1/x ln(x/e^x)` then its primitive w.r.t x is

Let f(x) be the primitive of (3x+2)/(sqrt(x-9)) w.r.t. x. If F(10) = 60 then the value of F(13), is

Find the derivatives w.r.t. x : log_(x)e

Let F(x) be the primitive of (3x+2)/sqrt(x-9) w.r.t.x. If F(10)=60 then the value of F(13)

Let F(x) be the primitive of (3x+2)/(sqrt(x-9))w.r.t.x. .If F(10)=60 then the value of F(13)

Let F(x) be the primitive of (3x+2)/(sqrt(x-9)) w.r.t. x. If F(10)=60 , then the sum of digits of the value of F(13) , is ..... .

Let F ( x ) be the primitive of 3 x + 2 √ x − 9 w.r.t. x. If F ( 10 ) = 60 , then the sum of digits of the value of F ( 13 ) , is ..... .

The primitive of 1/(4sqrt(x)+x) w.r.t.x is

The primitive of 1/(4sqrt(x)+x) w.r.t.x is

The derivative of log _(x )a w.r.t x is