Math tutorial for solving logarithmic equation using inverse operations

The video tutorial explains how to solve equations by isolating variables. It begins with undoing addition and subtraction, followed by undoing multiplication and division. The process involves converting a logarithmic equation into exponential form to find the solution. The final solution is calculated by raising the base to the power of the exponent.

What is the first step to solve the equation 1/3 X + 5 = 7?

How do you undo the addition in the equation 1/3 X + 5 = 7?

What is the result of multiplying by the reciprocal after isolating log base two of X?

How can you rewrite log base two of X = 6 in exponential form?

What is the value of X when 2 raised to the power of 6 is calculated?