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Lesson 1: Use whole number multiplication to express equivalent measurements. — Practice Questions

  1. 1. When you convert a measurement from a larger unit to a smaller unit, what happens to the number of units required?

    • A. The number of units increases.
    • B. The number of units decreases.
    • C. The number of units stays the same.
    • D. The total quantity changes.
  2. 2. A rope is 5 meters long. Since 1 meter equals 100 centimeters, the length of the rope in centimeters is ___ cm.

  3. 3. A large container of rice has a mass of 4,000 grams. Given that 1 kilogram equals 1,000 grams, what is the mass of the rice in kilograms? ___ kg.

  4. 4. A path is measured to be 10 yards long. It is also measured as 30 feet long. Based on this information, which statement must be true?

    • A. A yard is a smaller unit than a foot.
    • B. A foot is a smaller unit than a yard.
    • C. A foot and a yard are the same size.
    • D. The length of the path changed.
  5. 5. A juice pitcher holds 2 gallons. If 1 gallon is the same as 4 quarts, the pitcher holds ___ quarts of juice.

  6. 6. A student measures the width of a classroom in feet and then in inches. Which measurement will use a larger number?

    • A. The measurement in feet.
    • B. The measurement in inches.
    • C. The numbers will be equal.
    • D. It depends on the classroom width.
  7. 7. True or False: To measure the weight of a car, the number representing its weight in kilograms would be smaller than the number representing its weight in grams.

    • A. True
    • B. False
  8. 8. Which expression correctly sets up the conversion of 5 feet to inches? You are given that 1 foot = 12 inches.

    • A. $5 \times (12 \text{ inches})$
    • B. $5 + 12 \text{ inches}$
    • C. $12 \times (5 \text{ feet})$
    • D. $5 \times (1 \text{ foot})$
  9. 9. To set up the conversion of $4$ hours to minutes, you can write $4 \text{ hours} = 4 \times (\text{\_\_\_ minutes})$. Given $1 \text{ hour} = 60 \text{ minutes}$.

  10. 10. A rope is $8$ yards long. Which expression shows the correct setup to find its length in feet? (Given: $1 \text{ yard} = 3 \text{ feet}$)

    • A. $8 \times (3 \text{ feet})$
    • B. $3 \times (8 \text{ yards})$
    • C. $8 + 3 \text{ feet}$
    • D. $8 \div 3 \text{ feet}$