IM 7.9.3 Lesson: More Costs of Running a Restaurant
Restaurants have many more expenses than just the cost of the food.
Make a list of other items you would have to spend money on if you were running a restaurant.
Identify which expenses on your list depend on the number of meals ordered and which are independent of the number of meals ordered.
Identify which of the expenses that are independent of the number of meals ordered only have to be paid once and which are ongoing.
Estimate the monthly cost for each of the ongoing expenses on your list. Next, calculate the total of these monthly expenses.
Tell whether each restaurant is making a profit or losing money if they have to pay the amount you predicted in ongoing expenses per month. Organize your thinking so it can be followed by others.
Restaurant A sells 6,000 meals in one month, at an average price of $17 per meal and an average cost of $4.60 per meal.
Restaurant B sells 8,500 meals in one month, at an average price of $8 per meal and an average cost of $2.20 per meal.
Restaurant C sells 4,800 meals in one month, at an average price of $29 per meal and an average cost of $6.90 per meal.
Predict how many meals your restaurant would sell in one month.
How much money would you need to charge for each meal to be able to cover all the ongoing costs of running a restaurant?
What percentage of the cost of the ingredients is the markup on your meal?[br][br]
A sample of full service restaurants and a sample of fast food restaurants were surveyed about the average number of customers they serve per day.
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[/img][br][br]How does the average number of customers served per day at a full service restaurant generally compare to the number served at a fast food restaurant? Explain your reasoning.
About how many customers do you think your restaurant will serve per day? Explain your reasoning.
Here are prices for plates and forks:
[center][img]data:image/png;base64,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[/img][/center]Using your predicted number of customers per day from the previous question, write an equation for the total cost, [math]d[/math], of using disposable plates and forks for every customer for [math]n[/math] days.
Is [math]d[/math] proportional to [math]n[/math]? Explain your reasoning.
Use your equation to predict the cost of using disposable plates and forks for 1 year. Explain any assumptions you make with this calculation.
How much would it cost to buy enough reusable plates and forks for your predicted number of customers per day?
If it costs $10.75 a day to wash the reusable plates and forks, write an expression that represents the total cost, [math]r[/math], of buying and washing reusable plates and forks after [math]n[/math] days.
Is [math]r[/math] proportional to [math]n[/math]? Explain your reasoning.
How many days can you use the reusable plates and forks for the same cost that you calculated for using disposable plates and forks for 1 year?