If `log_(e)2.log_(x)25 = log_(10)16.log_(e )10`, then find the value of x.

(log_(e)2)(log_(x)625)=(log_(10)16)(log_(e)10)

If "log"_(e) 2."log"_(x) 27 = "log"_(10) 8."log"_(e) 10 , then x =

If "log"_(e) 2."log"_(x) 27 = "log"_(10) 8."log"_(e) 10 , then x =

If log_(y)x=8" and "log_(10y)16x=4 , then find the value of y.

log_(e)x-log_(e)y=a,log_(e)y-log_(e)z=b&log_(e)z-log_(e)x=c, then find the value of ((x)/(y))^(b-c)*((y)/(z))^(c-a)*((z)/(x))^(a-b)=?

If log_(10)2 log_(2)10 + log_(10)(10^(x)) =2 , then what is the value of x?

If x + log_(10) ( 1 + 2^(x)) = x log_(10) 5 + log_(10)6, then the value of x is

"If "log_(e)(log_(e) x-log_(e)y)=e^(x^(2_(y)))(1-log_(e)x)," then find the value of "y'(e).

"If "log_(e)(log_(e) x-log_(e)y)=e^(x^(2_(y)))(1-log_(e)x)," then find the value of "y'(e).

"If "log_(e)(log_(e) x-log_(e)y)=e^(x^(2_(y)))(1-log_(e)x)," then find the value of "y'(e).