ANSWER:
a. 5 1-pint containers
b. 4 1-pint containers and 1 1-cup containers
Explanation:
Given:
1 quarts = 2 pints
1 quarts = 4 cups
We know that full equals 3 fourths, so 3/4 of this would be:
![3\cdot(3)/(4)=(9)/(4)\text{ quarts of water}](https://img.qammunity.org/2023/formulas/mathematics/college/kbmo1rq76jmupx4c69lw5gm4fkkv07vl7b.png)
We convert to pints and get the following:
![(9)/(4)\text{quarts}\cdot\frac{2\text{ pints}}{1\text{ quart}}=(9)/(2)\text{ pints of water}=4.5\text{pints of water}](https://img.qammunity.org/2023/formulas/mathematics/college/hpm3hcrkt0lpv7whki2fg396kq8uy55n3n.png)
Since we do not have a full 1-pint container, a total of 5 1-pint containers would be needed.
Now, if we want to express the answer in containers of pints and cups we can say that we have 4 containers of 1 pint and the remaining 0.25 of quarts we can express in cups, just like this:
![(1)/(4)\text{quarts of water}\cdot\frac{4\text{ cups}}{1\text{ quart}}=1\text{ cup of water}](https://img.qammunity.org/2023/formulas/mathematics/college/16clsqnumspzv7f55ysa3qkx18j10bcrd8.png)
Which means that we need 4 containers of 1 pint and 1 container of a cup