1. Dark blue outline, 3 pt weight
Default text (Verdana 24 pt)
Variation
Default shape
Dark blue outline, 3 pt weight
Light blue fill
Black text, centered
Verdana 24 pt
Variation
Variation
(not exhaustive)

2. Objective: You will be able to apply the inverse relationship between squares and square roots to solve problems.

3. Inverse Relationship Between Squares and Square Roots
You Recall…
The square root (s) of a number (A) is the side length of a square with an area equal to that number. s A

4. Inverse Relationship Between Squares and Square Roots
You Recall…
The square root (s) of a number (A) is the side length of a square with an area equal to that number.
√16 = 4 4 16

5. Inverse Relationship Between Squares and Square Roots
You Recall…
√A = s
s·s = A W s A
√16 = 4 s L
4·4 = 16

6. Inverse Relationship Between Squares and Square Roots
You Recall…
To square a number (s) is to find the area (A) of a square with side length s.
s·s = A
𝑠 2 = A s A s

7. Inverse Relationship Between Squares and Square Roots
You Recall…
To square a number (s) is to find the area (A) of a square with side length s.
5 squared
5 2 = 25 5 25 5

8. Inverse Relationship Between Squares and Square Roots
Inverse operations undo each other. 5
+ 2
= 7 7
- 2
= 5

9. Inverse Relationship Between Squares and Square Roots
Inverse operations undo each other. 5
+ 2
= 7 7
- 2
= 5

10. Inverse Relationship Between Squares and Square Roots
Inverse operations undo each other. x
+ y
= z z
- y
= x

11. Inverse Relationship Between Squares and Square Roots
Inverse operations undo each other. x
+ y
= z z
- y
= x

12. Inverse Relationship Between Squares and Square Roots
Inverse operations undo each other. x
= x

13. Inverse Relationship Between Squares and Square Roots
Evaluate:
3 2

14. Inverse Relationship Between Squares and Square Roots
Evaluate:
8 2

15. Inverse Relationship Between Squares and Square Roots
Evaluate:
( 49 ) 2

16. Inverse Relationship Between Squares and Square Roots
Practice:
Evaluate:
10 2

17. Inverse Relationship Between Squares and Square Roots
Practice:
Evaluate:
( 8 ) 2

18. Conclusion: You can to apply the inverse relationship between squares and square roots to solve problems.