Solving a logarithmic equation in two different ways

The video tutorial explains how to solve logarithmic equations by either converting them to exponential form or using one-to-one properties. The instructor demonstrates isolating the variable by dividing by 6 and then converting the equation to exponential form. The final steps involve simplifying the equation by multiplying by two to find the solution.

What are the two methods mentioned for solving logarithmic equations?

Explain how to isolate the variable X in the equation log base three of .5 X equals 11 / 6.

What does it mean to transfer a logarithmic equation to exponential form?

How can you express the equation .5 X = 3 to the 11 / 6 in a different way?

Describe the relationship between dividing by 1/2 and multiplying by 2 in the context of solving equations.