Choice question a local phone deposits. 1.5 F T3 F authorizer into a storage container at a garden. Store each week after 5 weeks. The container has 15F TV fertilizer. If it takes 14 more weeks for the storage container to be filled. What is the capacity of the storage container A21F? T3 B3653. See 28.5 F T3.Point five f t three

Answer 1

To solve the problem, we need to clarify the given information:

1. The question mentions a storage container that starts with 15 F T3 fertilizer.
2. It states that the container gets filled by depositing 1.5 F T3 fertilizers every week for 5 weeks.
3. After these 5 weeks, it takes an additional 14 weeks for the storage container to be filled.

Let's break it down:

1. Calculate the total amount of fertilizer deposited in the first 5 weeks:

   • Amount deposited in 5 weeks = 1.5 F T3/week * 5 weeks = 7.5 F T3.

2. Add this amount to the initial amount to find the total after 5 weeks:

   • Total after 5 weeks = Initial amount + Amount deposited = 15 F T3 + 7.5 F T3 = 22.5 F T3.

3. Let \( x \) be the capacity of the container. Since it takes another 14 weeks to fill the container from 22.5 F T3, during that time, more fertilizer is deposited. The amount deposited during the next 14 weeks is:

   • Amount deposited in 14 weeks = 1.5 F T3/week * 14 weeks = 21 F T3.

4. The total amount in the container after the 14 weeks is:

   • Total amount = Amount after 5 weeks + Amount deposited in 14 weeks = 22.5 F T3 + 21 F T3 = 43.5 F T3.

5. Therefore, the capacity of the storage container is 43.5 F T3.

From the answer choices you provided: A) 21 F T3 B) 3653 (likely a typo) C) 28.5 F T3 D) Point five F T3

None of these options match the calculated capacity. If you intended to provide a different set of choices, please clarify. Nevertheless, based on the calculations, the capacity is 43.5 F T3.