Grade 1 Geometry Practice

Question 1 of 23Score 0/0Medium

Question 1 of 23: What makes a square different from a rectangle?

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Keep going: Read the lesson: Defining Attributes of Shapes Fraction Pie & Bar
Answer key for parents & teachers (23 questions)
  1. What makes a square different from a rectangle? โ€” Squares have 4 equal sides. A square has 4 EQUAL sides. A rectangle only needs opposite sides to be equal.
  2. What is a "vertex" (plural: vertices)? โ€” A corner where two sides meet. A vertex is a corner โ€” the point where two sides of a shape meet!
  3. Which attribute would NOT help you tell a rectangle apart from a triangle? โ€” Color. Color does not help identify the shape type โ€” it is a non-defining attribute.
  4. True or False: A big blue square and a small red square are both squares. โ€” True. True! Both have 4 equal sides and 4 right angles. Color and size are non-defining attributes.
  5. Shape A has 3 sides. Shape B has 4 sides. Can they be the same type of shape? โ€” No, number of sides is a defining attribute. No! Different numbers of sides mean different types of shapes โ€” sides are a defining attribute.
  6. Which attribute do all quadrilaterals share? โ€” Exactly 4 sides and 4 corners. ALL quadrilaterals have exactly 4 sides and 4 corners โ€” that is what "quadrilateral" means!
  7. Which pair of shapes BOTH have exactly 3 corners? โ€” Triangle and equilateral triangle. Both a triangle and an equilateral triangle have 3 corners โ€” they are both triangles!
  8. A shape has 5 sides. It is yellow and small. Which is its DEFINING attribute? โ€” It has 5 sides. The number of sides (5) is the defining attribute. Color (yellow) and size (small) can change!
  9. Two identical right triangles placed together (mirror image) make what shape? โ€” A rectangle or parallelogram. Two right triangles flipped and joined along their longest side form a rectangle!
  10. What move can you do to a shape to help it fit with another shape? โ€” Flip, slide, or turn it. You can FLIP (reflect), SLIDE (translate), or TURN (rotate) a shape to make it fit!
  11. Which shapes can be combined to make a pentagon? โ€” A square and a triangle. A square (4 sides) with a triangle placed on top creates a 5-sided pentagon-like shape!
  12. Why must the pieces fit together without gaps or overlaps? โ€” So the composite shape is solid and complete. Gaps or overlaps mean the pieces do not truly form a complete new shape!
  13. Can one big triangle be made from two smaller triangles? โ€” Yes, by flipping one and placing them together. Yes! Two identical right triangles placed with their hypotenuses together make a larger triangle!
  14. A robot is built from 2 squares (body and head) and 4 rectangles (arms and legs). How many shapes were used? โ€” 6. 2 squares + 4 rectangles = 6 shapes total.
  15. When combining shapes, where should edges be placed? โ€” Aligned along a full edge (side-to-side). Shapes should be joined along a full edge โ€” side to side โ€” for a proper composite shape!
  16. A pizza is cut into 4 pieces but 2 pieces are big and 2 are small. Are these quarters? โ€” No, the pieces must be equal size. Quarters MUST be equal parts! Unequal cuts do not make true quarters.
  17. Lisa ate 1/4 of her pizza. How much is left? โ€” 3/4. She ate 1/4, so 4/4 โˆ’ 1/4 = 3/4 remains. Three-quarters are left!
  18. True or False: A quarter of something is bigger than a half of the same thing. โ€” False. False! 1/4 < 1/2. More equal parts = smaller pieces. Quarters are smaller than halves!
  19. If you cut a square in half diagonally, what shape are the two pieces? โ€” Two triangles. Cutting a square diagonally from corner to corner creates two equal triangles!
  20. A cake has 4 equal pieces. Tom eats 2 pieces. What fraction did he eat? โ€” 1/2. Tom ate 2 out of 4 equal pieces = 2/4 = 1/2. He ate half the cake!
  21. Sarah cuts a circle into fourths. She colors 3 parts. What fraction is colored? โ€” 3/4. 3 parts colored out of 4 equal parts = 3/4 (three-fourths)!
  22. Which fraction shows the whole (everything)? โ€” 4/4. 4 out of 4 parts = 4/4 = 1 whole โ€” all parts together make the whole!
  23. A whole apple is cut into 4 equal pieces. You eat 1 piece. What fraction remains? โ€” 3/4. 4/4 โˆ’ 1/4 = 3/4. Three-quarters of the apple remain!