Solving Equations With Infinitely Many or No Solutions (3 Examples) | Linear Equations | Lulumath
How to know if an equation has no solutions or infinitely many solutions? And what do we do with this? Watch to find out.
Usually, when we solve linear equations, we end up getting one single solution. That solution could be any type of number, but it's still ONE solution. But in some special cases, we sometimes end up with no solutions (the null set), or infinitely many solutions (the identity). How do we know if this happens? And what does it mean if this happens?
IMPORTANT TIMESTAMPS:
0:00 Introduction and background knowledge
0:45 What happens when we have infinite solutions?
5:49 What happens when we have one solution?
9:53 What happens when we have no solution?
13:08 Summary
Download full notes from this video along with practice worksheets at https://www.lulumath.com
BACKGROUND INFO VIDEOS:
How to Solve Multi-Step Equations: • How to Solve Multi-Step Equations (2 Examp...
Checking Solutions in Equations: • Checking Solutions in Equations (2 Example...
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Solving Literal Equations (Isolating Variables): • Solving Literal Equations & Isolating Vari...
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