Team 1
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Team 2
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15
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If segment BC is congruent to segment CD, which angles are congruent?
Angles 3 and 6
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seesaw
Swap points!
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seesaw
Swap points!
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rocket
Go to first place!
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banana
Go to last place!
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15
×
If segment AB is congruent to segment BC, which angles are congruent?
Angles 1 and 4
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25
×
Fill in the missing reason
Definition of Midpoint
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10
×
Can the two triangles be proved congruent? If YES, which theorem?
YES, SSS
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10
×
Can the two triangles be proved congruent? If YES, which theorem?
No
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25
×
Fill in the blank with the missing reason
If parallel, alternate interior angles are congruent
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25
×
Fill in the Blank with the missing reason
Reflexive Property
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15
×
Can the two triangles be proved congruent? If Yes, which theorem proves it?
YES, SAS
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10
×
What is the value of x?
50 degrees
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trap
No points!
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seesaw
Swap points!
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shark
Other team loses 25 points!
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thief
Give points!
5
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25
10
×
What is the value of x?
57.5
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10
×
Which of the following is NOT a postulate to prove the congruence of two triangles: ASA, SSA, SAS, SSS
SSA
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lifesaver
Give 20 points!
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magnet
Take 25 points!
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fairy
Take points!
5
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25
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thief
Give points!
5
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25
15
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If segment BE is congruent to segment EC, which angles are congruent?
Angles 3 and 4
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20
×
If XY=XZ and segment YZ is the hypotenuse then classify the triangle by SIDE AND ANGLE. HINT: Draw a sketch!!
RIGHT and ISOSCELES
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