Question

Can someone give 2 examples of a logarithmic equation with infinite solutions?

Answer 1

Assuming what is meant by "infinite solutions" are infinite number of solutions of a logarithmic equation.

`(1)/(2)\log x^2 - \log √(x) - \log √(x) = 0`

and

`(1)/(2)x-2\ln e^x=-(3)/(2)x`