Solving an equation using the one to one property of exponents 5^(x+1) = 125^x

The video tutorial explains how to solve an exponential equation by converting 125 to base 5, using the equality property to equate exponents, and simplifying the equation to find the solution. The process involves rewriting the equation with the same base, applying exponent rules, and solving for the variable.

What is the equation presented in the text involving 5 raised to the power of X + 1?

What property is used to equate the exponents when the bases are the same?

Explain the process of rewriting the equation to solve for X.

How can 125 be expressed in terms of base 5?

What is the final answer for X after solving the equation?