The document shows a diagram with points A, B, C, and D positioned 6 feet apart in a square formation. It then demonstrates that the distance between points A and B is the square root of 18, or 4.24 feet. Next, it asks how far point A is from point C if A is maintaining 6 feet of social distance from point B. Using the Pythagorean theorem, it calculates the distance between A and C is the square root of 72, or 8.49 feet. The document encourages maintaining a 6 foot social distance.

1. KEEP
CALM
AND
MAINTAIN
A SOCIAL
DISTANCE
6ft

7. A B
CD

8. A B
CD
6 Ft
Line AC = 6 Ft
Line BD = 6 Ft

9. A B
CD
6 Ft
A is 6 Ft
away from C.
B is 6 Ft
away from D.

10. A B
CD
How far away
is A from B?

11. A B
CD
Line AC = 6 Ft
Line BD = 6 Ft E
Line AE = ? Ft
Line BE = ? Ft

12. A B
CD
Line AC = 6 Ft
Line BD = 6 Ft E
Line AE = 3 Ft
Line BE = 3 Ft

13. a b
c
a = 3 Ft
b = 3 Ft
c = ? Ft

14. a + b = c
2 2 2
a b
c
3 + 3 = c
2 2 2
9 + 9 = c
2
18 = c
2
√18 = c
4.24 = c

15. A B
CD
How far away
is A from B?
4.24 Ft

16. A B
CD
6 FtIf A is
maintaining a
social distance
of 6 Ft from B,
then how far is
A from C? 6 Ft
6Ft
6Ft

17. A B
C
6 FtIf A is
maintaining a
social distance
of 6 Ft from B,
then how far is
A from C?
6Ft

18. 6 Ft
6Ft
c
a + b = c
2 2 2
6 + 6 = c
2 2 2
36 + 36 = c
2
72 = c
2
√72 = c
2
8.49 = c

19. A B
C
6 FtIf A is
maintaining a
social distance
of 6 Ft from B,
then how far is
A from C?
6Ft
✅ 8.49 Ft

20. YOUR CHALLENGE
CREATE A MEME
CREATE A VIDEO
CREATE A INFOGRAPHIC
CREATE A MATH PROBLEM
CREATE A PSA
CREATE A SONG
ABOUT SOCIAL DISTANCING