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
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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 \$ \( 11.31 \).