review game ppt

26
Ch. 2 Review Questions

Post on 13-Sep-2014

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Page 1: Review game ppt

Ch. 2 Review Questions

Page 2: Review game ppt

True or False:

ifthen and are complementary

90321 mmm,2,1 3

Page 3: Review game ppt

True or False:

If M is a midpoint of , then AM=MB

AB

Page 4: Review game ppt

What is the hypothesis of:

Billy will have a lemonade stand only if it is sunny outside ?

Page 5: Review game ppt

Name the property that justifies:

If and then 21 32 31

Page 6: Review game ppt

True or False:

If a conditional statement is true, then its converse is true

Page 7: Review game ppt

Name the property that justifies:

X+5=16, then x=11

Page 8: Review game ppt

Name the property that justifies:

AB = AB

Page 9: Review game ppt

True or False:

Perpendicular lines form congruent adjacent angles

Page 10: Review game ppt

Always, Sometimes, Never:

Right Angles are ________________ congruent

Page 11: Review game ppt

Construct the conditional statement:

Hypothesis: the ray is a bisector of an angle

Conclusion: the ray divides the angle into 2 congruent angles

Page 12: Review game ppt

What phrase does a Biconditional statement always contain?

Page 13: Review game ppt

What do we call angles 1 and 2?

1 2

Page 14: Review game ppt

What can we call angles 1 and 3?

1

3

Page 15: Review game ppt

True or False:

If and then angle 1 and 2 are complementary:

1

2

301m 602m

Page 16: Review game ppt

Given the diagram, name the theorem, definition, or postulate that justifies the statement:

B

A

CD

1 2

3 4

If ray AD bisects Then

21 BAC

Page 17: Review game ppt

Given the diagram, name the theorem, definition, or postulate that justifies the statement:

B

A

CD

1 2

3 4

BD + DC = BC

Page 18: Review game ppt

Given the diagram, name the theorem, definition, or postulate that justifies the statement:

B

A

CD

1 2

3 4

If D is the midpoint of , then BD = ½ BC

BC

Page 19: Review game ppt

Given the diagram, name the theorem, definition, or postulate that justifies the statement:

B

A

CD

1 2

3 4

If D is the midpoint of , then

DCBD BC

Page 20: Review game ppt

True or False:

If three points are non-collinear, then they can still be coplanar

Page 21: Review game ppt

True or False:

If two angles are right angles, they are always congruent

Page 22: Review game ppt

How many congruent angles do these perpendicular lines form:

Page 23: Review game ppt

True or False:

If a line is in a vertical plane, then the line is vertical.

Page 24: Review game ppt

What can be used as reasons in proofs?

(multiple answers)

Page 25: Review game ppt

True or false:

If two angles are supplementary to the same angle, they are supplementary to each other

Page 26: Review game ppt

True or False:

If AM=BM, then M is a midpoint of AB