How to solve a linear equation when there are no solutions

The video tutorial explains solving equations using three steps: simplifying, getting variables on the same side, and verifying solutions. It demonstrates a scenario where an equation has no solution, meaning no value for the variable makes the equation true. The importance of verifying solutions is emphasized, especially in tests. The tutorial is a review of algebraic concepts, focusing on understanding when equations have no solutions.

Describe the process of eliminating a variable from an equation.

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What happens if you plug in different values for X in an equation that has no solution?

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