5 Written Questions

1. the intersection contains only one point.
2. To every angle BAC there corresponds a real number between 0 and 180.
3. a line contains all the points of the set
4. congruent
5. Let AB be a ray, and let x be a positive number. Then there is exactly on point P of ray AB such that AP=x.

5 Matching Questions

1. The Midpoint Theorem
2. The Ruler Postulate
3. The Angle Addition Postulate
4. congruent
5. If a=b+c and c>0...

1. a The points of a line can be placed in correspondence with the real numbers in such a way that (1) to every point of hte line there corresponds exactly one real number: (2) to every real number there corresponds exaclty one point of the line; and (3) the distance between any two points is the absolute value of the difference of the corresponding numbers
2. b then a>b
3. c If D is in the interior of angle BAC, then measurement of angle BAC = measurement of angle BAD + measurement of angle DAC
4. d Every segment has exactly one midpont
5. e two angles with the same measure

5 Multiple Choice Questions

1. Complements of congruent angles are congruent.
   1. The Midpoint Theorem
   2. The Point-Plotting Theorem
   3. The Complement Theorem
   4. The Supplement Theorem
2. their intersection contains only one point
   1. If two angles are complementary...
   2. If two different lines intersect...
   3. If two lines are perpendicular...
   4. Any two right angles are....
3. unproved statements
   1. congruent
   2. coplanar
   3. collinear
   4. postulates
4. all elements that belong to one or both sets (of two sets)
   1. between
   2. congruent
   3. union
   4. coplanar
5. Let AB be a ray on the edge of the half-plane H. For every number r between 0 and 180 there is exaclty one ray AP, with P in H, such that the measure of angle PAB=r
   1. The Angle Construction Postulate
   2. The Angle Measurement Postulate
   3. The Angle Addition Postulate
   4. The Ruler Placement Postulate

5 True/False Questions

1. If two angles are complementary... → then both are acute.

   True        False

2. Congruence between angles is... → congruent

   True        False

3. The Line Postulate → For every two points there is exactly one line that contains both points

   True        False

4. The Flat Plane Postulate → If two points of a line lie in a plane, then the line lies in the same plane.

   True        False

5. The Line Postulate → Any three points lie in at least one plane, and any three noncollinear points lie in exactly one plane.

   True        False