Solving an equation with a log on both sides

The video tutorial explains the concept of logarithmic equality, demonstrating that if log base B of X equals log base B of Y, then X equals Y. It then applies this rule to solve the equation X + 3 = 2X + 1, finding that X equals 2. The lesson concludes with a brief mention of future topics.

Explain the significance of having the same bases in logarithmic equations.

What steps are involved in solving for X in the equation presented?