SOLUTION: If log_1/3(1 - 2x)^(1/2) = -1 then x is? The equation log_3(x-3) - log_3(x+1) = 1 has NO solution. True False

Algebra ->  Logarithm Solvers, Trainers and Word Problems -> SOLUTION: If log_1/3(1 - 2x)^(1/2) = -1 then x is? The equation log_3(x-3) - log_3(x+1) = 1 has NO solution. True False      Log On


   

Question 1003634: If log_1/3(1 - 2x)^(1/2) = -1 then x is?

The equation log_3(x-3) - log_3(x+1) = 1 has NO solution.

True
False
Answer by MathTherapy(10556) About Me  (Show Source):
You can put this solution on YOUR website!

If log_1/3(1 - 2x)^(1/2) = -1 then x is?

The equation log_3(x-3) - log_3(x+1) = 1 has NO solution.

True
False
If log+%281%2F3%2C+%281+-+2x%29%5E%281%2F2%29%29+=+-+1, then highlight_green%28x+=+-+4%29

Since log CANNOT be < 0, the equation: log+%283%2C+x+-+3%29+-+log+%283%2C+x+%2B+1%29+=+1 does not have ANY solutions.