Question

How do i solve y=ln(2x)

Answer 1

As we know, e and ln(x) are inverses of each other. We can use this to our advantage by having e as a base, and raising both the sides of the equation:

`e^(y) = e^(ln(2x))`

This simplifies down to (using ln(x) properties):

`e^y = 2x`

Solve for x to get:

`x = (e^y)/(2)`