Multiply Fractions Fractions and Unit Fractions

1. If a recipe for making hot chocolate calls for 3/4 cup of cocoa powder and you want to make 4 batches to serve your guests during a winter gathering, how much cocoa powder do you need in total?

• 3 cups

• 1/4 cup

• 2 cups

• 1/2 cup

2. If a snowman is built with 8 equal-sized snowballs and you use 3/4 of them, how many snowballs did you use?

• 2

• 4

• 8

• 6

3. If a snow path is 5/6 of a mile long and you sled 3/4 of it, how far did you sled?

• 3/5 of a mile

• 1/2 of a mile

• 15/24 or 5/8 of a mile

• 2/3 of a mile

4. If a snow rope is 7/8 of a yard long and you use 2/3 of it to tie your sled, how long is the remaining snow rope?

• 7/8 + (7/8 * 2/3)

• 7/8 - (7/8 * 2/3)

• 7/8 * 2/3

• 7/8 - 2/3

5. If a snow rope is 2/3 of a yard long and you cut it into 5 equal pieces, how long is each piece?

• 2/15 yards

• 1/2 yards

• 3/10 yards

• 1/4 yards

6. If a hot chocolate recipe calls for 1/2 cup of sugar and you want to make 3 batches for a winter gathering, how much sugar do you need in total?

• 3 cups

• 1.5 cups

• 2 cups

• 1/4 cup

7. If a scarf is 3/4 of a yard long and you cut it into 4 equal pieces to share with your friends during winter, how long is each piece?

• 1/2 of a yard

• 3/16 of a yard

• 5/8 of a yard

• 1/4 of a yard

8. If a snow path is 4/5 of a mile long and you sled 1/2 of it, how far did you sled?

• 1/3 mile

• 2/5 mile

• 3/4 mile

• 1/5 mile

9. If a snowman is built with 6 equal-sized snowballs and you use 2/3 of them, how many snowballs did you use?

• 3

• 5

• 6

• 4

10. If a snow rope is 5/6 of a yard long and you cut 1/2 of it, how long is the remaining snow rope?

• 2/3 of a yard

• 5/12 of a yard

• 3/4 of a yard

• 1/3 of a yard