1. Geometry Chapter 1 Jeopardy!

2. 100 200 300 400 500 Midpoint and Distance Working with Angles ⌘
Points, Lines, and Planes
Working with Line Segments
Midpoint and Distance
Working with Angles
Polygons, Areas, and Perimeters
100
200
300
400
500 ⌘ ⌘ ⌘

3. The notation for the length of the segment between J and K is _______.⌘ ⌘
The notation for the length of the segment between J and K is _______. JK ⌘ ⌘

4. Stands for Ray starting at R and going through S to infinity.⌘ ⌘
What does the notation stands for. Illustrate with a sketch
Stands for Ray starting at R and going through S to infinity. ⌘ ⌘

5. ⌘ ⌘
In the figure on the right, are points P, Q, and X coplanar? And if they are what is one more point on that same plane?
YES! And Point W ⌘ ⌘

6. ⌘ ⌘
Name the Non-collinear points and the opposite rays in the picture below.
Points X, Y, Z. and… ⌘ ⌘

7. Give three different names for the plane on the left.⌘
Give three different names for the plane on the left. ⌘
Plane ABC, Plane CBD, Plane DBA, ect… ⌘ ⌘

8. ⌘ ⌘
QS = 94
RS = 62
Find QR = ______ 32 ⌘ ⌘

9. ⌘ ⌘
QR = 17 RS = 31 Find QS = ______ 48 ⌘ ⌘

10. QS = 90 QR = x-7 RS = 3x+13 Find QR = ______⌘ ⌘
QS = 90 QR = x-7 RS = 3x+13 Find QR = ______ 14 ⌘ ⌘

11. C is the midpoint of AB ⌘ ⌘
If AC = 35
Then
AB = ____ 70 ⌘ ⌘

12. ⌘ ⌘
C is the midpoint of AB
AC = 12x-24
CB = 4x
AB = ____ 24 ⌘ ⌘

13. Find the distance between the two points.⌘ ⌘
Find the distance between the two points.
(1,6) (7,9) ⌘ ⌘

14. ⌘ ⌘
What is the midpoint of if point A is located at (1,6) and point B is located at (7,9)
(4,7.5) ⌘ ⌘

15. ⌘ ⌘
If point M is a midpoint and is located at (4,12) and point A is an endpoint located at (7,-8). Where is the other endpoint located?
(1,32) ⌘ ⌘

16. ⌘ ⌘
Find the length of the line that has the endpoints of (-4,9) and (3,-5) ⌘ ⌘

17. ⌘ ⌘
If point B is an endpoint located at (-6,8) and point M is a midpoint and is located at (3,2) Where is the other endpoint located?
(12,-4) ⌘ ⌘

18. ⌘ ⌘
Angle RST is a right angle, making RSP and PST complementary. If angle RSP = 27 degrees, angle PST = _____degrees 63 ⌘ ⌘

19. BD Bisects angle ABC <ABC = 10x-3 <DBC = 7x+9 m<ABC = ____⌘ ⌘
BD Bisects angle ABC <ABC = 10x-3 <DBC = 7x+9 m<ABC = ____ 74 ⌘ ⌘

20. m<ABC = 96 Find m<ABD = _____⌘
m<ABC = 96 Find m<ABD = _____ ⌘ 43 ⌘ ⌘

21. ⌘
Solve for x ⌘
X=16 ⌘ ⌘

22. Angles a and b are supplementary angles. m<a = 113 m<b = _____⌘ ⌘
Angles a and b are supplementary angles. m<a = 113 m<b = _____ 67 ⌘ ⌘

23. Find the area and circumference of a coin that has a diameter of 4cm.⌘ ⌘
Find the area and circumference of a coin that has a diameter of 4cm.
C = 12.56cm
A = 12.56cm2 ⌘ ⌘

24. A regular pentagon has side lengths of 2x+5 and 9x-2
A regular pentagon has side lengths of 2x+5 and 9x-2. find the length of 1 side. ⌘ ⌘ 7 ⌘ ⌘

25. ⌘ ⌘
A golfer has a piece of land with a length of 50 yards and a width of 30 yards. If he were to put a circular putting green with a diameter of 20 yards in the center of the land. How much land does he have surrounding the green?
1186 yards2 ⌘ ⌘

26. Find the Area ⌘ ⌘
70m2 ⌘ ⌘

27. Find the circumference and area?⌘
Find the circumference and area? ⌘
C = 37.69m A = m2 ⌘ ⌘