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CHAPTER 1 GEOMETRY JEOPARDY.

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Presentation on theme: "CHAPTER 1 GEOMETRY JEOPARDY."— Presentation transcript:

1 CHAPTER 1 GEOMETRY JEOPARDY

2 100 200 300 400 SEGEMENT ADDITION POSTULATE; SEGMENT BISECTORS
ANGLE ADDITION POSTULATE, ANGLE BISECTORS PAIRS OF ANGLES AREA and PERIMETER MIDPOINT AND DISTANCE FORMULA 100 200 300 400

3 SEGMENT ADDITION POSTULATE 100
Points A,B, and C are collinear. Point B is between A and C. Solve for x. AC=3x+3, AB=-1+2x, BC=11

4 100 X=7

5 SEGMENT ADDITION POSTULATE 200

6 200 DF=19

7 Segment bisectors 300 If TM=3X+5 and MQ= X+17, find TQ.

8 300 TQ= 46

9 SEGMENT ADDITION POSTULATE 400

10 400 BD=12,X=8

11 ANGLE BISECTORS 100 Ray AB bisects <CAD. If m<CAB=5x- 17 and m<BAD=3x+13, find the value of x.

12 100 X=15

13 ANGLE BISECTORS 200

14 200 X= -12

15 ANGLE BISECTORS 300

16 300 m<ABC=110 degrees

17 ANGLE ADDITION POSTULATE 400
Ray XQ bisects <PXS. m<RXQ = 2x + 7 , m<RXP = 3x – 11 , and m<PXS = x + 37 Find m<QXS

18 400 m<QXS= 21degrees

19 AREA,CIRCUMFERENCE, AND PERIMETER 100
Find the area and circumference of the following circle. Use the pi button on your calculator and round to the nearest tenth.

20 AREA= 153.9 square inches Circumference= about 44 inches
100 AREA= square inches Circumference= about 44 inches

21 AREA, CIRCUMFERENCE, AND PERIMETER 300
The area of a triangle is square meters. If the height is 3 meters, what is the length of the base?

22 Base of the triangle= 4.5 meters
300 Base of the triangle= 4.5 meters

23 AREA, CIRCUMFERENCE, AND PERIMETER 200
A RECTANGLE HAS A PERIMETER OF 45 YARDS. THE LENGTH OF THE RECTANGLE IS 15.5 YARDS. FIND THE WIDTH OF THE RECTANGLE.

24 WIDTH OF THE RECTANGLE= 7 YARDS
200 WIDTH OF THE RECTANGLE= 7 YARDS

25 AREA, CIRCUMFERENCE AND PERIMETER 400
The Circumference of a circle is = 50 Find the area of the circle. Round to the nearest tenth

26 400 Area= square meters

27 If C (5,2) and G (-4,-3), find the midpoint
Midpoint and distance 100 If C (5,2) and G (-4,-3), find the midpoint

28 100 Midpoint= (0.5, -0.5)

29 Midpoint and distance 200 Find the midpoint of the following segment

30 200 MIDPOINT= (0.5,1)

31 MIDPOINT AND DISTANCE 300 Find the distance between (2,- 9) and (-1,4). Round to one decimal place if necessary.

32 300 D=13.3

33 MIDPOINT AND DISTANCE 400 A line segment has an endpoint A at (2,5) and the midpoint M of the segment is at (5,1). Find the other endpoint B of the line segment.

34 400 B=(8,-3)

35 PAIRS OF ANGLES 100 Find the measure of both angles.

36 100 73 degrees, 107 degrees

37 PAIRS OF ANGLES 200 Find the measure of both angles

38 200 61 degrees, 29 degrees

39 PAIRS OF ANGLES 300

40 m<E= 67 degrees m<D= 113 degrees
300 m<E= 67 degrees m<D= 113 degrees

41 PAIRS OF ANGLES 400 Find the measure of <1

42 400 m<1= 69 degrees


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