Charlene and Gary want to make soup. In order to get the right balance of ingredients for their tastes they bought 5 pounds of potatoes at $3.24 per pound, 5 pounds of cod for $2.24 per pound, and 2 pounds of fish broth for $4.17 per pound. Determine the cost per pound of the soup. The cost per pound of the soup is $ (Round to the nearest cent.)
Charlene and Gary want to make soup. In order to get the right balance of ingredients for their tastes they bought 5 pounds of potatoes at $3.24 per pound, 5 pounds of cod for $2.24 per pound, and 2 pounds of fish broth for $4.17 per pound. Determine the cost per pound of the soup. The cost per pound of the soup is $ (Round to the nearest cent.)
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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![### Cost per Pound of Soup Calculation
Charlene and Gary want to make soup. In order to get the right balance of ingredients for their tastes, they bought the following ingredients:
- 5 pounds of potatoes at $3.24 per pound
- 5 pounds of cod for $2.24 per pound
- 2 pounds of fish broth for $4.17 per pound
Determine the cost per pound of the soup.
#### Detailed Breakdown:
1. **Potatoes**:
- Quantity: 5 pounds
- Price: $3.24 per pound
- Total cost: 5 pounds * $3.24 = $16.20
2. **Cod**:
- Quantity: 5 pounds
- Price: $2.24 per pound
- Total cost: 5 pounds * $2.24 = $11.20
3. **Fish Broth**:
- Quantity: 2 pounds
- Price: $4.17 per pound
- Total cost: 2 pounds * $4.17 = $8.34
#### Total Cost and Weight:
- Total cost of ingredients: $16.20 + $11.20 + $8.34 = $35.74
- Total weight of ingredients: 5 pounds + 5 pounds + 2 pounds = 12 pounds
#### Cost per Pound Calculation:
The cost per pound of the soup is:
\[ \text{Cost per pound} = \frac{\text{Total cost}}{\text{Total weight}} = \frac{35.74}{12} \approx 2.98 \]
So, the cost per pound of the soup is **$2.98** (rounded to the nearest cent).](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fd86b4514-aa18-4e84-8d65-86fc6c642f07%2F76289432-dbd9-4a8e-aa61-68a8683c809f%2Fl4sz7mhh_processed.jpeg&w=3840&q=75)
Transcribed Image Text:### Cost per Pound of Soup Calculation
Charlene and Gary want to make soup. In order to get the right balance of ingredients for their tastes, they bought the following ingredients:
- 5 pounds of potatoes at $3.24 per pound
- 5 pounds of cod for $2.24 per pound
- 2 pounds of fish broth for $4.17 per pound
Determine the cost per pound of the soup.
#### Detailed Breakdown:
1. **Potatoes**:
- Quantity: 5 pounds
- Price: $3.24 per pound
- Total cost: 5 pounds * $3.24 = $16.20
2. **Cod**:
- Quantity: 5 pounds
- Price: $2.24 per pound
- Total cost: 5 pounds * $2.24 = $11.20
3. **Fish Broth**:
- Quantity: 2 pounds
- Price: $4.17 per pound
- Total cost: 2 pounds * $4.17 = $8.34
#### Total Cost and Weight:
- Total cost of ingredients: $16.20 + $11.20 + $8.34 = $35.74
- Total weight of ingredients: 5 pounds + 5 pounds + 2 pounds = 12 pounds
#### Cost per Pound Calculation:
The cost per pound of the soup is:
\[ \text{Cost per pound} = \frac{\text{Total cost}}{\text{Total weight}} = \frac{35.74}{12} \approx 2.98 \]
So, the cost per pound of the soup is **$2.98** (rounded to the nearest cent).
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