Answer :

To determine how many days an 8 fluid ounce (fl oz) bottle will last if a patient takes 1 teaspoon (tsp) twice a day (bid), we need to first convert the fluid ounces to teaspoons. Then we can calculate how many days the bottle will last based on the patient's dosage.

Here are the steps:

1. Conversion of fluid ounces to teaspoons:
The first step is to convert 8 fluid ounces to teaspoons. We need to know the conversion factor between fluid ounces and teaspoons. There are 6 teaspoons in 1 fluid ounce.

2. Calculate the total number of teaspoons in the bottle:
Multiply the total fluid ounces by the number of teaspoons per fluid ounce to get the total number of teaspoons in the bottle.
\( 8 \text{ fl oz} \times 6 \text{ tsp/fl oz} = 48 \text{ tsp} \)

3. Calculate how many teaspoons the patient takes per day:
Since the patient takes 1 teaspoon twice a day, we multiply 1 teaspoon by 2.
\( 1 \text{ tsp} \times 2 = 2 \text{ tsp/day} \)

4. Calculate the number of days the bottle will last:
Divide the total number of teaspoons in the bottle by the number of teaspoons the patient takes per day.
\( 48 \text{ tsp} \div 2 \text{ tsp/day} = 24 \text{ days} \)

So, an 8 fl oz bottle will last for 24 days if the patient takes 1 teaspoon twice a day.

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Rewritten by : Barada