I’d like to order 7 halves for my family plus i want some extra for y 6 friends they’ll each want a quarter. Whats the answer
The Correct Answer and Explanation is:
To solve the problem of how many halves and quarters you need to order, we first need to break down the quantities based on your requirements.
- Ordering for Your Family:
- You want to order 7 halves for your family. Since a half refers to half of a whole item (such as a pizza, sandwich, or other divisible food items), you will be ordering 7 halves directly.
- Ordering for Your Friends:
- You mentioned you have 6 friends, and each friend wants a quarter. A quarter is one-fourth of a whole item.
- Therefore, for 6 friends, you need to calculate the total number of quarters required:
[
6 \text{ friends} \times \frac{1}{4} = \frac{6}{4} = 1.5 \text{ whole items}
]
- Combining the Orders:
- Now, let’s analyze the total number of halves you need to fulfill the friends’ orders. Since each whole item is equivalent to 2 halves, we need to convert the 1.5 whole items into halves:
[
1.5 \text{ whole items} \times 2 \text{ halves/whole} = 3 \text{ halves}
]
- Calculating the Total Halves:
- Now, you can combine the halves needed for your family and your friends:
[
7 \text{ halves (for family)} + 3 \text{ halves (for friends)} = 10 \text{ halves}
]
Final Order Summary:
- You will need to order a total of 10 halves to satisfy both your family’s needs and your friends’ requests.
Conclusion:
In summary, by understanding the requirements for halves and quarters and converting them into a common unit (halves), we can easily calculate the total amount needed for the gathering. This approach ensures everyone is catered for, highlighting the importance of unit conversion in solving everyday problems efficiently.