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What are Equivalent Expressions?
Definition: Equivalent Expressions
Summary
- 'x' is a variable
- In other words, if we choose an 'x' value, and plug that value into both expressions, then the two expressions will be equal
- These equations are equal, so they have the same value for any value of 'x'
- Having the same value for any value of 'x' is our definition of equivalent expressions, so these expressions are equivalent
- We can show they are equal by FOILing

Notes
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- 'x' is a variable
- In other words, if we choose an 'x' value, and plug that value into both expressions, then the two expressions will be equal
-
- 'x' is a variable
- In other words, if we choose an 'x' value, and plug that value into both expressions, then the two expressions will be equal
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- 'x' is a variable
- These two expressions are equivalent, but why?
- The left expression is equal to the right expression, so they will have the same value for any x!
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- 'x' is a variable
- FOIL is a method we use to multiply two binomials