Lesson 4

Meet Mr. Origin

Est. Class Sessions: 1–2

Summarizing the Lesson

Display and direct students to the Mr. Origin’s Map page in the Student Activity Book. Pose the following problems and have students solve them by measuring and counting centimeters.

  • How far is it from the triangle to the square?
    (3 centimeters) How did you decide? (Possible response: I started on the triangle and counted the number of centimeters to get to the square.)
  • In which direction? (left)
  • How far is it from the hexagon to the rhombus?
    (4 centimeters)
  • In which direction? (right)

Students may have difficulty at first with the last question because both the hexagon and the rhombus are on the left of the origin. Be careful to frame your questions so that directionality is clear; that is, you are starting at one object and moving along the axis toward the other object. The questions as stated are different from a question such as “How much distance is there between the hexagon and the rhombus?” In the latter question, there is no directionality.

Pose a few additional problems in which the two objects are on different sides of the origin (zero). Have students show their solutions on the display.

  • How far is it from the rhombus to the square?
    (10 centimeters)
  • How do you know? (Possible response: I had to move 6 centimeters on the left side to get to zero and then keep counting 4 more centimeters on the right side of 0: 6 cm + 4 cm = 10 cm.)
  • In which direction? (right)
  • How far is it from the triangle to the hexagon?
    (17 centimeters)
  • How do you know? (Possible response: First I moved
    7 centimeters from the triangle to get to zero, and then I moved 10 more centimeters to get to the hexagon.)
  • In which direction did you move? (left)

Ask students to complete the Where Are They pages in the Student Activity Book independently.

Use the Where Are They pages in the Student Activity Book to assess students’ abilities to describe the location of an object relative to an origin using direction and distance [E3]; measure length using centimeters [E4]; and make a table to find information about a data set [E5].

To provide targeted practice, students can take turns role-playing Mr. Origin. Students can wear a mitten or you can make mittens by stapling the sides of two round paper plates together. Leave enough room so that students can slip the stapled plates on their right hands. Each student can give a direction for the game “Mr. Origin Says” and model the movement as their classmates maneuver their figures of
Mr. Origin accordingly.

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