Question

The monthly rent for a pizza parlor is $1,200. The average production cost per pizza is $6. 75. The monthly expenses for the pizza parlor are gli by the function E(r) 1,200 + 6. 75x, where x Is the number of pizzas sold. For xpizzas sold, the pizza parlor's revenue is given by the function R(x) = 12. 5% The monthly profit of the pizza parlor is the difference between its revenue and its expenses. Which function represents the monthly profit, ? P Р
A. P(x) = 6. 25x - 1,200
B. P(x) P(X) = 5. 753 – 1,200
C. P(t) = 5. 751. + 1,200
D. P(X) 1,200 + 19. 25x​

Answer 1

By using the concept of profit, it can be calculated that

Profit function = 5.75 x - 1200

What is profit?

If the selling price of an article is more than the cost price of the article, the difference between the selling price and cost price gives the profit

Monthly expense for a pizza parlor C(x) = 1,200 + 6. 75x

Revenue function = 12.5x

Profit function = R(x) - C(x)

                       =  12.5x - (1200 + 6.75x)

                       = 12.5 x - 1200 - 6.75x

                       = 5.75 x - 1200

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