" IT."int(1)/(cosh x+sinh x)dx

Evalute the following integrals int (1)/("cosh x+ sinh x ") dx

int(e^(x))/(cosh x+sinh x)dx

("cosh x +sinh x")^n =

int x sinh x dx=

cosh 2 + sinh 2 =

Evalute the following integrals int log ("cosh x + sinh x ") dx =

int (e^(x)dx)/(cosh x + sin hx)=

int e^(x) (sinh x + cosh x) dx =

Integration of trigonometric and hyperbolic functions (a) intsinh^(2) x cosh^(2) x dx, (b) int(dx)/(sinh x + 2cosh x).

Ascending order of the following A) Cosh 2 + sinh 2 B) cosh 2 - sinh 2 (C ) cosh 0 + sinh 0 (D) (cosh 2 - sinh 2)^2