Solving an equation with two variables when one has a denominator

The video tutorial explains how to solve an equation involving fractions. It begins by setting up the equation and discussing different methods to handle fractions. The instructor chooses to eliminate fractions by multiplying all terms by a common factor. This simplification leads to a straightforward equation, which is then solved step-by-step. The final solution is presented in both fractional and decimal forms, providing a comprehensive understanding of the problem-solving process.

What is the initial equation discussed in the video?

• X/4 - X = -6

• X/2 - X = -4

• X/5 - X = -7

• X/3 - X = -5

What is one method mentioned to handle fractions in the equation?

• Ignoring the fractions

• Adding fractions directly

• Multiplying by a common denominator

• Rewriting the equation as a decimal

What operation is performed to eliminate fractions from the equation?

• Add 3 to all terms

• Subtract 3 from all terms

• Multiply all terms by 3

• Divide all terms by 3

After eliminating fractions, what is the simplified equation?

• X - 3X = -15

• X + 3X = 15

• X - 2X = -10

• X + 2X = 10

What is the final solution for X after solving the simplified equation?

• X = 8.5

• X = 5.5

• X = 7.5

• X = 6.5