" 24."(1)/(sec x+cos ecx)

(Dx) / (sec x cos ecx)

Evaluate: int(1)/(sec x+cos ecx)dx

The value of int(dx)/(sec x+cos ecx)=, is equal to

int_ (0) ^ (pi) (x tan x) / (sec x cos ecx) = (pi ^ (2)) / (4)

Evaluate: (i) int(sec x cos ecx)/(log(tan x)dx)( ii )int(1)/(x(3+log x)dx)

If I=int(dx)/(sec x+cos ecx), then equals

int (sec x) / (1 + cos ecx) dx

Evalute the following integrals int ("sec x cos ecx")/(log (tan x)) dx

Discuss the extremum of f(x)=a sec x+b cos ecx,0

If int(co sec x+cot x-1)/(1+cot x-cos ecx)dx=2ln|f(x)|+c and f((pi)/(2))=(1)/(sqrt(2)) then the nearest integer value of 2sqrt(3)f((pi)/(3)) is equal to