log_(100)|x+y|=(1)/(2),log_(10)y-log_(10)|x|=log_(100)4

Solve the equations log_(1000)|x+y|=(1)/(2)*log_(10)y-log_(10)|x|=log_(100)4 for x and y

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

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

The value of x and y satisfying the equations log_(100)abs(x+y)=1/2, log_10 y- log_10 absx=log_(100) 4 are

Solve the equations log_1000 |x+y| = 1/2 . log_10 y - log_10 |x| = log_100 4 for x and y

Solve the equations log_1000 |x+y| = 1/2 . log_10 y - log_10 |x| = log_100 4 for x and y

Find the real solution to the system of equation log_(10)(2000xy)-log_(10)x*log_(10)y=4,log_(10)(2yz)-log_(10)y*log_(10)z=1 and log_(10)(2x)-log_(10)x*log_(10)x=

Find the real solutions to the system of equations log_(10)(2000xy)-log_(10)x.log_(10)y=4 , log_(10)(2yz)-log_(10)ylog_(10)z=1 and log_(10)zx-log_(10)zlog_(10)x=0