Which number relationship can help you solve $$120 \times 12 = 10 \times \underline{\hspace{1cm}}$$ without solving the entire problem first?

$$120 \times 12$$ is the same as $$10 \times (120 \times 12 \div 10)$$

$$120 \times 12$$ is the same as $$10 \times (12 \times 12)$$

$$120 \times 12$$ is the same as $$10 \times (120 + 12)$$

$$120 \times 12$$ is the same as $$10 \times (120 \div 12)$$

Which of the following is the correct way to use doubling and halving to solve $$18 \times 25$$ ?

Double 18 to get 36, halve 25 to get 12.5, then multiply: $$36 \times 12.5$$

Double 25 to get 50, halve 18 to get 9, then multiply: $$9 \times 50$$

If you know the number of cubes in one layer and the number of layers in a rectangular prism, how do you find the volume?

Multiply the number of cubes in one layer by the number of layers

Add the number of cubes and layers

Subtract the number of layers from the number of cubes

Divide the number of cubes by the number of layers

Unit 1 Math Expressions and Volume Pre Assessment

Authored by Mary Farrar

Mathematics

5th Grade

CCSS covered

Used 16+ times

Unit 1 Math Expressions and Volume Pre Assessment

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MULTIPLE CHOICE QUESTION

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CCSS.5.OA.A.1

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Unit 1 Math Expressions and Volume Pre Assessment

Write a numerical expression for: "To find the volume of a box that has a 10-unit by 6-unit base and 5 layers, I multiply the dimensions of the base first and then multiply by the number of layers."

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