1) Which of these shows just one location in space — something that doesn’t have any length or width? a) A line segment b) A ray c) A point d) An angle 2) If you draw a dot and label it “A,” what are you showing? a) A point named A b) A line through A c) A ray starting at A d) A segment between A and B 3) Which describes a line segment? a) A line that goes on forever both ways b) Part of a line with two endpoints c) A line that starts at one point and goes on forever d) Two lines crossing each other 4) If a line segment has endpoints at A and B, what is its name? a) AB b) Line AB c) Ray AB d) Point AB 5) Which best describes a line? a) It has two endpoints b) It has one endpoint and goes on forever in one direction c) It goes on forever in both directions d) It makes a corner 6) True or False: You can measure the length of a line with a ruler. a) True b) False 7) A ray starts at point M and passes through point N. What happens after point N? a) The ray stops at N b) The ray goes on forever past N c) The ray goes backward to M d) The ray has two endpoints 8) Which has one endpoint? a) A line b) A ray c) A line segment d) An angle 9) What do we call the space made when two rays share the same endpoint? a) A line b) A point c) An angle d) A segment 10) The two rays that form an angle meet at one point. What is that point called? a) The vertex b) The line c) The endpoint d) The segment 11) Which of these could make a right angle? a) The corner of a square b) The hands of a clock at 3:00 c) Two lines that never meet d) A triangle’s side 12) Which of these can never end? a) A line segment b) A line c) A point d) A ray 13) If a shape has 3 angles and 3 line segments, what shape is it? a) Rectangle b) Triangle c) Square d) Circle 14) Which could be used to make an angle? a) Two rays b) One line c) Two points d) One line segment 15) Which statement is true? a) A ray has two endpoints. b) A line has one endpoint. c) A line segment has two endpoints. d) A point has length.

Points, Lines, and Angles (multiple choice questions)

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