BINGO GEOMETRY UNIT 1 REVIEW 2 Name 3

BINGO GEOMETRY – UNIT 1 REVIEW

2. Name 3 collinear points.

5. The endpoints of CD are C(1, − 6) and D(7, 5). Find the coordinates of the midpoint M.

10. Classify m∠NXP.

19. ∠B is a compliment of ∠A and m∠A = 25°. Find m∠B.

6. Find the distance between Pittsburgh and Columbus.

7. The midpoint is (-1, 3) and the endpoint is (-4, 1). What is the other endpoint?

3. Name three coplanar points.

8. If Point S is the segment bisector of RT, find RT

24. AB≅CD. AB = 8 x+2. CD = 4 x+18. Find x.

4. Name both lines.

14. Find the distance between (-1, 9) and (2, 5).

9. Find the angle measure of ∠MXN

21. One angle is 4 times its compliment. What is the measure of the smaller angle?

1. Give another name for Plane R.

15. Two segments having the same measure is the definition for what?

11. Find the angle measure of ∠OXQ

18. ∠B is a supplement of ∠A and m∠A = 95°. Find m∠B.

13. Point M is between points L and N on LN. LN = 2 x+10. LM = 4 x and MN = 8. Find LN.

16. m∠PQT = 51. 5° and m∠TQR = 48°. Find m∠PQR.

22. How many points do you need to name an angle?

12. Classify ∠MXP

23. How many points do you need to name a line?

17. m∠PQR = 113° and m∠TQR = 30. 25°. Find m∠PQT.

20. Two angles form a linear pair. The measure of one angle is twice the measure of the other. Find the measure of the larger angle.