2. Directions for Playing:
1) Starting from $100 click on the question. 2) Solve the problem and click on the at the bottom corner of the question. 3) Then click on the at the bottom corner of the answer to return to the home screen and select the next question.

3. Who wants to be a Millionaire?
14 $500,000
13 $250,000
12 $125,000
11 $64,000
10 $32,000
9 $16,000
8 $8,000
7 $4,000
6 $2,000
5 $1,000
4 $500
3 $300
2 $200
1 $100

4. The following figure has how many lines of symmetry?
A. 1 Line of Symmetry
B. 3 Lines of Symmetry
C. 5 Lines of Symmetry
D. 2 Lines of Symmetry

5. The following figure has how many lines of symmetry?
A. 1 Line of Symmetry
B. 3 Lines of Symmetry
C. 5 Lines of Symmetry
D. 2 Lines of Symmetry

6. How can we name the following triangle?
A. Equilateral Acute
B. Equilateral Right
C. Isosceles Acute
D. Scalene Acute

7. How can we name the following triangle?
A. Equilateral Acute
B. Equilateral Right
C. Isosceles Acute
D. Scalene Acute

8. What is the measure of this angle?
A. 150 Degrees
B. 30 Degrees
C. 155 Degrees
D. 40 Degrees

9. What is the measure of this angle?
A. 150 Degrees
B. 30 Degrees
C. 155 Degrees
D. 40 Degrees

10. If C and D are complementary angles, what is the measure of angle D?
A. 90 Degrees
B. 46 Degrees
C. 56 Degrees
D. 36 Degrees

11. If C and D are complementary angles, what is the measure of angle D?
A. 90 Degrees
B. 46 Degrees
C. 56 Degrees
D. 36 Degrees

12. How many lines of symmetry does the following figure have?
A. 0 Lines of Symmetry
B. 1 Line of Symmetry
C. 2 Lines of Symmetry
D. 4 Lines of Symmetry

13. How many lines of symmetry does the following figure have?
A. 0 Lines of Symmetry
B. 1 Line of Symmetry
C. 2 Lines of Symmetry
D. 4 Lines of Symmetry

14. How can we name this triangle?
A. Right Scalene
B. Right Equilateral
C. Right Acute
D. Right Isosceles

15. How can we name this triangle?
A. Right Scalene
B. Right Equilateral
C. Right Acute
D. Right Isosceles

16. What is the name of this geometric figure?
A. Trapezoid
B. Parallelogram
C. Square
D. Rectangle

17. What is the name of this geometric figure?
A. Trapezoid
B. Parallelogram
C. Square
D. Rectangle

18. What is the measure of this angle?
A. 55 Degrees
B. 65 Degrees
C. 125 Degrees
D. 135 Degrees

19. What is the measure of this angle?
A. 55 Degrees
B. 65 Degrees
C. 125 Degrees
D. 135 Degrees

20. What is the name of this geometric figure?
A. Square
B. Triangle
C. Trapezoid
D. Rectangle

21. What is the name of this geometric figure?
A. Square
B. Triangle
C. Trapezoid
D. Rectangle

22. Name this type of triangle?
A. Scalene Acute
B. Scalene Obtuse
C. Equilateral Obtuse
D. Isosceles Acute

23. Name this type of triangle?
A. Scalene Acute
B. Scalene Obtuse
C. Equilateral Obtuse
D. Isosceles Acute

24. What is the measure of angle x if angle ABC is a straight angle?
A. 25 Degrees
B. 90 Degrees
C. 115 Degrees
D. 180 Degrees

25. What is the measure of angle x if angle ABC is a straight angle?
A. 25 Degrees
B. 90 Degrees
C. 115 Degrees
D. 180 Degrees

26. What makes a parallelogram a special type of quadrilateral?
A. 2 Sets of Parallel Sides
B. 4 Sides
C. 4 Right Angles
D. 1 Set of Parallel Sides

27. What makes a parallelogram a special type of quadrilateral?
A. 2 Sets of Parallel Sides
B. 4 Sides
C. 4 Right Angles
D. 1 Set of Parallel Sides

28. What is the measure of angle e?
A. 90 Degrees
B. 164 Degrees
C. 196 Degrees
D. 360 Degrees

29. What is the measure of angle e?
A. 90 Degrees
B. 164 Degrees
C. 196 Degrees
D. 360 Degrees

30. What makes a square a special type of rectangle?
A. 4 Right Angles
B. 4 Equal Sides
C. 8 Lines of Symmetry
D. It’s not a Rectangle

31. What makes a square a special type of rectangle?
A. 4 Right Angles
B. 4 Equal Sides
C. 8 Lines of Symmetry
D. It’s not a Rectangle

32. How many lines of Symmetry does a circle have?
A. 4 Lines of Symmetry
B. 12 Lines of Symmetry
C. 360 Lines of Symmetry
D. Infinite Lines of Symmetry

33. How many lines of Symmetry does a circle have?
A. 4 Lines of Symmetry
B. 12 Lines of Symmetry
C. 360 Lines of Symmetry
D. Infinite Lines of Symmetry

34. End of Game
Thanks for playing!