Jenny has 7 meatloaves. She wants to divide the meatloaves equally among her 4 friends.

The following fraction model shows how Jenny divides the meatloaves among her friends.
Which of the following represent this situation?

To determine which fraction represents this situation, we need to understand how Jenny divides her 7 meatloaves among her 4 friends.

### Steps to solve:
- Jenny has 7 meatloaves.
- She wants to divide them equally among 4 friends.
- This means each friend gets a **fraction** of the 7 meatloaves.

The fraction each friend gets is:

\[
\frac{7}{4}
\]

This fraction represents the situation where 7 meatloaves are divided equally among 4 friends. Each friend would get \( \frac{7}{4} \) of a meatloaf, which is equivalent to 1.75 meatloaves per friend.

Thus, the correct representation of this situation is \( \frac{7}{4} \).

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Would you like more details or have any other questions?

Here are some related questions to think about:
1. How would the fraction change if Jenny had more meatloaves?
2. What happens if she only had 3 meatloaves to divide among 4 friends?
3. How would the solution change if Jenny wanted to keep some meatloaves for herself?
4. Can this fraction be simplified any further?
5. What if Jenny decided to give each friend a whole number of meatloaves?

**Tip:** When dividing objects equally, the fraction of the total each person receives is the total number divided by the number of people.

Jenny has 7 meatloaves. She wants to divide the meatloaves equally among her 4 friends. The following fraction model shows how Jenny divides the meatloaves among her friends. Which of the following represent this situation?

Learn how to divide 7 meatloaves equally among 4 friends using fractions. This problem explains key concepts of division and fractions, where each friend gets 7/4 meatloaves, or 1.75. Ideal for students in Grades 4-6.

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