Writing an equation in slope intercept form by multiplying by a fraction ex 12, x‐15=3/4y

The video tutorial demonstrates two methods to rewrite equations into slope-intercept form. The first method involves eliminating fractions by multiplying through, while the second method uses reciprocals. Both methods lead to the same result, allowing the identification of the slope and y-intercept. The tutorial concludes by summarizing the process and identifying the slope as 4/3 and the y-intercept as -20.

What is the first step to solve the equation when a fraction is present?

Explain how to eliminate the fraction in the equation.

Describe the process of multiplying by the reciprocal to eliminate fractions.

How can you verify that both methods of solving yield the same result?

What is the slope and Y-intercept of the equation after rewriting it in slope-intercept form?