Practice problemGrade 5 · Math
Mark all right angles. Mark each pair of parallel sides. Right angles: Parallel pairs:
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Practice problemGrade 5 · Math
Complete the property table. R S Property R S 4 right angles 4 equal sides 2 parallel pairs
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Practice problemGrade 5 · Math
All squares are rectangles. True / False Use the properties to explain:
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Practice problemGrade 5 · Math
All rectangles are squares. True / False Draw a shape that supports your answer. Explain your reasoning:
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Practice problemGrade 5 · Math
All rhombi are parallelograms. True / False Explain using opposite sides:
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Practice problemGrade 5 · Math
All quadrilaterals have parallel sides. Draw a quadrilateral with no parallel sides. Label it as a counterexample.
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Practice problemGrade 5 · Math
A figure is a rectangle. Circle ALL properties that must be true. 4 sides 4 right angles 4 equal sides
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Practice problemGrade 5 · Math
Squares are rectangles. Rectangles have opposite sides of equal length. Squares Rectangles Opposite sides equal What must be true about every square? Explain.
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Practice problemGrade 5 · Math
Fill the two blank categories. Quadrilaterals Trapezoids Parallelograms ______ ______ Squares
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Practice problemGrade 5 · Math
Mark ALL families it belongs to. ☐ Quadrilaterals ☐ Trapezoids ☐ Parallelograms ☐ Rectangles ☐ Rhombi ☐ Squares
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Practice problemGrade 5 · Math
Write A, B, C in the diagram. A B C Parallelograms Rectangles Rhombi
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Practice problemGrade 5 · Math
What family belongs to both Rectangles and Rhombi? Family: Properties:
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Practice problemGrade 5 · Math
Use the side and angle marks. 4 cm 4 cm By sides: By angles:
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Practice problemGrade 5 · Math
Write P for possible or I for impossible. Here, isosceles means at least two equal sides. Acute Right Obtuse Equilateral Isosceles Scalene
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Practice problemGrade 5 · Math
Can a right equilateral triangle exist? + + = 180° Explain using its angles:
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Practice problemGrade 5 · Math
Complete three true statements. All squares are . All rectangles are . All rhombi are .
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Practice problemGrade 5 · Math
Each grid unit is 1 yard. Plot Gate G(0,0), Fountain F(2,4), Picnic P(6,4). 0 1 2 3 4 5 6 7 8 0 1 2 3 4 5 6 x y
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Practice problemGrade 5 · Math
Walk from G to F along horizontal and vertical grid lines only. 0 1 2 3 4 5 6 7 8 0 1 2 3 4 5 6 x y Horizontal: yd Vertical: yd Total: yd. Explain your route.
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Practice problemGrade 5 · Math
On the grid in task 1, connect (4,1), (7,1), (7,3), (4,3), then close. What is the most specific shape name? Give two properties:
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Practice problemGrade 5 · Math
Find the volume of this rectangular sandbox. 6 ft 1 ft 4 ft Equation: Volume: ft³
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Practice problemGrade 5 · Math
Budget: $150.00. Buy two benches at $42.75 each and one sign for $18.50. Item Quantity Each Bench 2 $42.75 Sign 1 $18.50 Cost: $ Money left: $
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Practice problemGrade 5 · Math
The park covers 48 square yards. Use 3⁄4 for lawn. 48 yd² Shade the lawn share. Lawn area: yd²
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Practice problemGrade 5 · Math
Circle ALL correct names. Square Rectangle Rhombus Parallelogram Explain one classification:
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Practice problemGrade 5 · Math
Fountain F is at (2,4). The gate is at (0,0). A student swaps the coordinates and draws F at (4,2). 0 1 2 3 4 0 1 2 3 4 x y Plot both locations. Explain how the mistake changes the
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