GradeMap

Grade 5 · Math · Unit 9 of 10

Prisms, Pyramids & Moves

3D objects, slides, flips, turns

What your child practises

Naming and classifying prisms and pyramids by their bases, counting faces, edges and vertices, and describing single transformations: translations (slides), reflections (flips) and rotations (turns).

Saskatchewan Curriculum outcome: SS5.5, SS5.7 · faces and edges of 3-D objects, and single transformations

Sample questions

A taste of this unit. In the app, questions change every time and get easier or harder to match your child.

  1. Question 1

    Which of these is a pyramid?

    • cylinder
    • pyramid
    • cone
    • cube
    Show answer

    pyramid

    Hint: A pyramid has 1 flat base and triangular faces that meet at a point. A cone has a point too, but its base is a circle and its surface is curved.

  2. Question 2

    What do all prisms have?

    • Only triangular faces
    • A curved surface
    • 1 base and a point at the top
    • 2 matching bases joined by rectangles
    Show answer

    2 matching bases joined by rectangles

    Hint: Think of a box or a tent: the shapes at both ends match.

  3. Question 3

    How many vertices (corners) does a square pyramid have?

    answer box

    Show answer

    5

    Hint: Count the corners of the base, then add 1 for the apex (the point at the top).

  4. Question 4

    Which single transformation changes the first letter into the second?

    b → p
    • translation (slide)
    • reflection (flip)
    • rotation (turn)
    Show answer

    reflection (flip)

    Hint: A translation slides (no turning or flipping). A reflection flips over a line, like a mirror. A rotation turns around a point.

  5. Question 5

    Point A was translated (slid) to A′. How many units down did it move?

    001122334455667788991010AA′

    answer box

    Show answer

    3

    Hint: Count the grid squares from A to A′ going straight up or down only.

  6. Question 6

    Which describes the translation from A to A′?

    001122334455667788991010AA′
    • 4 units right, 2 units up
    • 2 units right, 4 units up
    • 2 units right, 4 units down
    • 2 units left, 4 units up
    Show answer

    2 units right, 4 units up

    Hint: Count how far A moves across (right or left) first, then how far it moves up or down.