1. **State the problem:** We want to find how much more expensive a pint of apple juice is per fluid ounce compared to a quart of apple juice. 2. **Given information:** - 1 pint = 16 fluid ounces - 1 quart = 32 fluid ounces 3. **Assume prices:** Let the cost of 1 pint be $P$ and the cost of 1 quart be $Q$. 4. **Calculate cost per fluid ounce:** - Cost per fluid ounce for pint = $\frac{P}{16}$ - Cost per fluid ounce for quart = $\frac{Q}{32}$ 5. **Find the difference in cost per fluid ounce:** $$\text{Difference} = \frac{P}{16} - \frac{Q}{32}$$ 6. **Express difference as a fraction with common denominator:** $$\frac{P}{16} - \frac{Q}{32} = \frac{2P}{32} - \frac{Q}{32} = \frac{2P - Q}{32}$$ 7. **Interpretation:** The pint costs $\frac{2P - Q}{32}$ more per fluid ounce than the quart. Without specific prices $P$ and $Q$, this is the general formula to find how much more expensive the pint is per fluid ounce compared to the quart.