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FEEDBACK content attribution Question One day, TJ's Lunch café sold 35 burgers for \( \$ 11 \) each, 24 sandwiches for \( \$ 7 \) each, and 15 orders of fish-n-chips for \( \$ 19 \) each. What was the average price per food item sold that day? Round your answer to the nearest cent. Provide your answer below: \$ \( \square \) FEEDBACK SUBM

Ask by Bush Fitzgerald. in the United States
Feb 02,2025

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The average price per food item sold that day was $11.30.

Solución

To find the average price per food item sold that day, we need to calculate the total revenue from all the food items sold and then divide it by the total number of food items sold. Given: - 35 burgers sold at $11 each - 24 sandwiches sold at $7 each - 15 orders of fish-n-chips sold at $19 each Let's calculate the total revenue from each type of food item: - Total revenue from burgers = 35 burgers * $11 = $385 - Total revenue from sandwiches = 24 sandwiches * $7 = $168 - Total revenue from fish-n-chips = 15 orders * $19 = $285 Now, let's calculate the total revenue from all food items: Total revenue = $385 + $168 + $285 = $838 Next, we need to find the total number of food items sold: Total number of food items = 35 burgers + 24 sandwiches + 15 fish-n-chips = 74 Finally, we can calculate the average price per food item sold: Average price per food item = Total revenue / Total number of food items = $838 / 74 ≈ $11.30 Therefore, the average price per food item sold that day was approximately $11.30.

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Mind Expander

To find the average price per food item sold, we first need to calculate the total revenue from each type of food. For burgers, the revenue is \( 35 \times 11 = 385 \) dollars. For sandwiches, it's \( 24 \times 7 = 168 \) dollars. For fish-n-chips, the revenue is \( 15 \times 19 = 285 \) dollars. Now add the total revenue: \[ 385 + 168 + 285 = 838 \] dollars. Next, we find the total number of items sold: \[ 35 + 24 + 15 = 74 \] items. Finally, to find the average price, divide the total revenue by the total number of items: \[ \text{Average price} = \frac{838}{74} \approx 11.31 \]. So, the average price per food item sold that day is \$ \( 11.31 \).

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