1. Which word problem best represents a tape diagram showing a total of 42, divided into 7 equal parts, with the question asking for the value of 4 of those parts?
2. A recipe requires 48 ounces of flour. If a baker uses $\frac{5}{6}$ of the flour for a batch of muffins, what is the total value (the 'whole') that a tape diagram for this problem would show? ___
3. A tape diagram represents a total of 54 divided into 9 equal units. A word problem asks to find the value of 5 of these units. What fraction represents the part of the whole being calculated?
4. A video game has 60 levels. Mark completed $\frac{3}{10}$ of the levels. The number of levels he has left to complete is ___.
5. A bookshelf holds 72 books, and $\frac{5}{8}$ of them are fiction. Which statement describes the tape diagram for finding the number of fiction books?
6. A painter uses $\frac{1}{3}$ of a gallon of paint for each room. If he starts with 5 gallons and paints 4 rooms, how many gallons of paint does he have left? Give your answer as a mixed number. ___
7. Maria reads $\frac{3}{5}$ of a chapter each night. If a book has 12 chapters, how many chapters does she have left to read after 5 nights?
8. Leo saves $\frac{3}{4}$ of a dollar every day. After 8 days, how many more dollars does he need to save to buy a 10-dollar toy? ___
9. A hiking trail is 15 miles long. If a hiker walks $\frac{5}{6}$ of a mile each hour for 6 hours, how many miles are left to reach the end?
10. A juice recipe needs $\frac{2}{5}$ liter of concentrate per batch. If you make 4 batches from a 3-liter bottle, how many liters are left? Give your answer as a mixed number. ___