" The equation "(pi^(e))/(x-e)+(e^(pi))/(x-pi)+(pi^(pi)+e^(e))/(x-pi-e)=0" has "

(pi^(e))/(xe)+(e^(pi))/(x-pi)+(pi^(pi)+e^(e))/(x-pi-e)=0 has

The equation (e^(sin^(-1)x))/(pi)=(y)/(log y)has

The equation e^(sin^(-1)x)/pi=y/(log y) has

The function f(x)=(In(pi+x))/(In(e+x)) is

int sgn (pi ^ (e) -e ^ (pi)) (sin ^ (4) x + cos ^ (4) x) dx

int_1^(e^(17)) (pi sin (pi log_(e)x))/(x)dx equals :

The value of x satisfying the equation cos(lnx)=0, is (A) e^(pi//2) (B) e^(-(2009)pi//2) (C) e^(1000pi) (D) e^(-3pi//2)

lim_(x rarr1)(nx^(n+1)-(n+1)x^(n)+1)/((e^(x)-e)sin pi x), where n=100, is equal to :(5050)/(pi e) (b) (100)/(pi e)(c)-(5050)/(pi e) (d) -(4950)/(pi e)

int_(0)^( pi/2)e^(e^x)e^xdx=

int_(-pi)^(pi) ( e^(sin x ))/( e^(sinx) + e^(-sinx))dx is equal to