`log^2(100x)+log^2(10x)=14+log(1/x)`

Find the domain f(x)=log_(100x)((2 log_(10) x+1)/-x)

Find the domain f(x)=log_(100x)((2 log_(10) x+1)/-x)

Find the domain f(x)=log_(100x)((2 log_(10) x+1)/-x)

If log_(10) x+log_(10) y= 3 and log_(10) x-log_(10) y=1, then x and y are respectively a. 10 and 100 b. 100 and 10 c. 1000 and 100 d. 100 and 1000

If the ordered pairs (x_(1), y_(1)) and (x_(2), y_(2)) satisfying the system of equations log_(10)y-log_(10)|x|=log_(100)4 and log_(100)|x+y|=1/2 , find the value of (x_(1)+x_(2)+y_(1)+y_(2))

Solve the following equation for x\ &\ y :(log)_(100)|x+y|=1/2,(log)_(10)y-(log)_(10)|x|=log_(100)4.

The domain of definition of f(x)=log_(100x)((2 log_(10)x+1)/(-x)) , is