Let's analyze Jackson's claim regarding the cost per ounce of each package of orange juice to determine which statement is true.
Here's the comparison of the costs per ounce from the table:
- 10 oz bottle: $0.199
- 59 oz bottle: $0.0564
- 89 oz bottle: $0.0561
- Case of 24 (10 oz bottles): $0.1458
- 64 oz carton: $0.05625
Now let's sort them from lowest cost per ounce (best deal) to highest cost per ounce (worst deal):
- 89 oz bottle: $0.0561
- 64 oz carton: $0.05625
- 59 oz bottle: $0.0564
- Case of 24 (10 oz bottles): $0.1458
- 10 oz bottle: $0.199
Now we can evaluate Jackson's claim:
- Jackson’s order: 10 oz bottle, 89 oz bottle, 59 oz bottle, case of 24 10 oz bottles, and 64 oz carton.
- Correct order (from best to worst deal based on cost per ounce): 89 oz bottle, 64 oz carton, 59 oz bottle, case of 24 (10 oz bottles), and 10 oz bottle.
Conclusion: Jackson is incorrect because the case of 24 oz bottles has a higher cost per ounce than both the 89 oz bottle and the 64 oz carton.
The correct statement about Jackson's claim is: Jackson is incorrect because he should compare the values in equal place values to compare all the decimals, not just those of the same length. For example, 0.0561 < 0.05625 < 0.0564.