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	|  |  1.  | Rewrite the statement in if-then form.Every right triangle has an angle with
a measure of 90 degrees.
 | a. | If a figure is a right triangle, then it has an angle with a measure of 90
degrees. |  | b. | A figure has an angle with a measure of 90 degrees if and only if it is a right
triangle. |  | c. | If a figure has an angle with a measure of 90 degrees, then it is a right
triangle. |  | d. | A figure is a right triangle if and only if it has an angle with a measure of 90
degrees. | 
  | 
	|  |  2.  | "If   , I will succeed." In this conditional
statement, the underlined portion is ________.| a. | the conclusion |  | b. | the hypothesis |  | c. | the
argument |  | d. | the converse | 
  | 
	|  |  3.  | The figure below represents which of the following statements? | a. | Two lines that are perpendicular |  | b. | AB = AC |  | c. | Two rays that are
perpendicular |  | d. | A straight angle | 
  | 
	|  |  4.  | Given that:i. Some students are intelligent..
 ii. All intelligent people
are snobs..
 What conclusion can be logically deduced?
 | a. | All snobs are intelligent. | c. | Some students are
snobs. |  | b. | All students are snobs. | d. | Some intelligent people are snobs. | 
  | 
	|  |  |   Choose the phrase that completes the following statement as stated by the Point,
Line, and Plane Postulates:   | 
	|  |  5.  | One plane ___ passes through three noncollinear points. | a. | sometimes |  | b. | Point, Line, and Plane Postulates do not
address this topic directly. |  | c. | never |  | d. | always | 
  | 
	|  |  6.  | Decide which one of the following statements is false.  | a. | Any three points lie on a distinct line. |  | b. | A line contains at
least two points. |  | c. | Three noncollinear points determine a
plane. |  | d. | Through any two distinct points there exists exactly one
line. | 
  | 
	|  |  7.  | Which of the following is an example of the Symmetric Property?   | 
	|  |  8.  | If PQ = 3 and PQ + RS = 5, then 3 + RS = 5 is an
example of the __________. | a. | Transitive Property of Equality |  | b. | Substitution Property of
Equality |  | c. | Reflexive Property of Equality |  | d. | Multiplication Property of
Equality | 
  | 
	|  |  9.  | Identify the property of congruence.  .| a. | Reflexive Property of Congruence |  | b. | Transitive Property of
Congruence |  | c. | Symmetric Property of Congruence |  | d. | Substitution Property of
Equality | 
  | 
	|  |  10.  | In the figure shown,   . Which of the following
statements is false?  | 
	|  |  11.  |   | 
	|  |  12.  | Give the reason for the last statement in the proof.| a. | Congruent Supplements Theorem |  | b. | Linear Pair Postulate |  | c. | Congruent
Complements Theorem |  | d. | Vertical Angles Congruence
Theorem | 
  | 
	|  |  13.  |   form a linear pair. If   ,
what is    | 
	|  |  14.  |   are supplementary angles.   
are vertical angles. If    what is    |