Exam 1: Line and Angle Relationships
Exam 1: Line and Angle Relationships13 Questions
Exam 2: Parallel Lines13 Questions
Exam 3: Triangles16 Questions
Exam 4: Quadrilaterals14 Questions
Exam 5: Similar Triangles12 Questions
Exam 6: Circles10 Questions
Exam 7: Locus and Concurrence4 Questions
Exam 8: Areas of Polygons and Circles5 Questions
Exam 9: Surfaces and Solids4 Questions
Exam 10: Analytical Geometry8 Questions
Exam 11: Introduction to Trigonometry4 Questions
Exam 12: Geometry Problems: Complementary Angles, Collinear Points, and Similar Triangles916 Questions
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-Given:
and
are supplementary
Prove:
Supply missing statements and missing reasons for this proof.
S1.
and
are supplementary R1.
S2. R2. If the exterior sides of 2 adjacent angles form a
straight line, the angles are supplementary.
S3. R3. Two angles that are supplementray to the same
angle are congruent.






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Correct Answer:
R1. Given
S2. and
are supplementary.
S3.
-Supply missing statements and reasons for the following proof.
Given:
and
intersect at point X
Prove:
S1. R1.
S2.
and
are supp. R2.
S3. R3. If the exterior sides of two adjacent angles form a
straight line, these angles are supplementary.
S4. R4. Two angles that are supplementary to the same
angle are congruent.






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Correct Answer:
S1. and
intersect at point X
R1. Given
S3. and
are supp.
S4.
-Supply all statements and reasons in the following proof.
Given:
is a right angle.
Prove:
and
are complementary.




Free
(Essay)
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Correct Answer:
S1. is a right angle. R1. Given
S2. R2. Definition of right angle
S3. R3. Angle-Addition Postulate
S4. R4. Substitution Property of Equality
S5. and
are complementary. R5. Definition of complementary angles.
-Given:
is complementary to
;
is complementary to
(no drawing provided)
Prove:
Supply missing reasons for this proof.
S1.
is complementary to
R1.
S2.
is complementary to
R2.
S3.
R3.
S4.
R4.
S5.
R5.
S6.
R6.
S7,
R7.















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-Provide missing statements and reasons for the following proof.
Given:
bisects
Prove:
S1. R1. Given
S2.
R2.
S3. R3. Angle-Addition Postulate
S4.
R4.
or






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-Given:
is a right angle
Prove:
and
are complementary
Supply missing statements and missing reasons for this proof.
S1. R1. Given
S2.
R2.
S3.
R3. Angle-Addition Postulate
S4.
R4.
S5. R5.







(Essay)
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-Given: In
,
;
is a right angle.
Prove:
and
are complementary.
Provide all statements and reasons for this proof.






(Essay)
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-Given: A-B-C-D as shown
Prove:
Supply missing statements and missing reasons for this proof:
S1. R1.
S2.
R2.
S3.
R3. Segment-Addition Postulate
S4. R4. Substitution Property of Equality




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-Given:
Prove:
Provide the statements for this proof.
S1. R1. Given
S2. R2. Distributive Law (FOIL)
S3. R3. Substitution Proerty of Equality
S4. R4. Addition Property of Equality



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-Given:
Prove:
Provide the missing reasons for this proof:
S1.
R1.
S2.
R2.
S3.
R3.
S4.
R4.
S5.
R5.








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-Prove: Any two right angles are congruent.
Use the following drawing. Provide all statements and reasons.
Given: Right angles 1 and 2
Prove: 


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