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CHAPTER 1 GEOMETRY JEOPARDY

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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

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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

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100 X=7

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SEGMENT ADDITION POSTULATE 200

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200 DF=19

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

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300 TQ= 46

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SEGMENT ADDITION POSTULATE 400

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400 BD=12,X=8

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

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100 X=15

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ANGLE BISECTORS 200

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200 X= -12

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ANGLE BISECTORS 300

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300 m<ABC=110 degrees

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

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400 m<QXS= 21degrees

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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.

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

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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?

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

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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.

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

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

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400 Area= square meters

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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

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100 Midpoint= (0.5, -0.5)

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Midpoint and distance 200 Find the midpoint of the following segment

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200 MIDPOINT= (0.5,1)

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

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300 D=13.3

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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.

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400 B=(8,-3)

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PAIRS OF ANGLES 100 Find the measure of both angles.

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100 73 degrees, 107 degrees

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PAIRS OF ANGLES 200 Find the measure of both angles

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200 61 degrees, 29 degrees

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PAIRS OF ANGLES 300

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

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PAIRS OF ANGLES 400 Find the measure of <1

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400 m<1= 69 degrees

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