Solving a simple logarithm

The video tutorial demonstrates how to solve a logarithmic equation by converting it into exponential form. The instructor explains the process of simplifying the expression using powers and roots, ultimately leading to the final solution. The tutorial emphasizes understanding the relationship between logarithms and exponents, providing a step-by-step approach to solving the equation without a calculator.

What is the relationship between logarithmic form and exponential form as discussed in the text?

How can you express the square root of X in terms of exponents?

What steps are involved in solving the equation X = 32^(2/5)?

How can the number 32 be rewritten as a power of 2?

What is the final answer obtained from the equation discussed in the text?