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OA.2: A school cafeteria serves 3 lunch choices daily. If they serve 240 tudents, and each student picks one lunch, how many students choose each unch if the choices are evenly distributed?

Ask by Christensen Olson. in the United States
Mar 15,2025

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80 students choose each lunch.

Solución

1. Let \( x \) be the number of students who choose each lunch option. 2. Since there are 3 lunch choices and 240 students in total, the equation is: \[ 3x = 240 \] 3. Solve for \( x \) by dividing both sides of the equation by 3: \[ x = \frac{240}{3} = 80 \] 4. Therefore, if the lunches are evenly distributed, \( 80 \) students choose each lunch.

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The Deep Dive

If the school cafeteria serves 3 lunch choices and they have a total of 240 students, we can easily figure out how many students would choose each option if the choices are evenly distributed. Simply divide the total number of students by the number of lunch choices. So, 240 students divided by 3 choices equals 80 students per lunch choice. That means each of the delicious lunch options ends up with 80 eager eaters enjoying their meals! In real-world scenarios, this concept of even distribution is often applied in areas like inventory management and event planning. For example, when organizing food for large gatherings or parties, ensuring that meal options are proportionately distributed can help prevent shortages or waste, making sure every guest gets their preferred dish.

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