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- You are running a chocolate factory and need to decide on the price to sell the chocolate as well as the quantity to produce. Demand curve; Q = 8.5 - 0.05 * P. The cost curve is C = 100 + 38Q. The business is a profit maximizer. 1) What is the best price to charge each week? 2) What is the best quantity to make each week? 3) What are the expected profits Is it possible to get this in an excel with equation formulasD: P=100-Q and S: MC=Q. What is the profit-maximizing price and quantity? Round to two decimal places as you work and for your final answer. Please show all steps.WHAT IS HIS PROFIT
- Choose the letter/s of the correct answer/s. The price of a product is expressed as p, PHP = 10 – 28D where D is the demand. Which of the following correctlyexpresses the total revenue?A. 10 − 28D2 B. 28D = 10 C. 10D − 28D D. 10D −28D2An all-you-can-eat buffet attracts two types of customers. Regular customers value the buffet at $20 and eat $5 of food in costs to the restaurant. Hungry customers value the buffet at $40 and eat $10 of food. If there are 100 of each type in the market for a buffet dinner, what is the restaurant’s maximum profit?Assuming the blankets in this market are considered identical by consumers, how much profit will a perfect competitor earn? Enter your answer as a whole number without a dollar sign.
- 6. Heidi owns a business that sells photographs. The profit function for her business can be modelled by the equation p(x)=-0.5x2-5x-7, where x is the quantity sold, in thousands, and P(x) is the profit in thousands of dollars. How many photos must Heidi sell in order for her business to break even? please type answer, not in writingSuppose you are an economist working in a watch factory operating in a competitive market. The cost is given by: CT = 200 + Q2, where Q is the level of production and CT is the Total Cost, the CMg (marginal cost) of production is 2Q. The Fixed Cost of production is $ 150. a. If the price of the watches is $ 60. How many watches must they make to maximize profit?b. What would be the level of utility?c. At what minimum price would the company make a positive output?Assume Standard Oil owns all the refineries in the US. What would be the price it would charge for kerosene in the 1800s, if the demand for kerosene is P=100-5Q and its marginal cost is MC=20.
- To produce x units of t-shirts costs C(x) = 7.50x + 1200. The revenue is R(x) = 16x. a) Find the break-even point b) How many t-shirts needs to be produced and sold in order to make a profit of $500?As a producer and seller of some commodity, you have learned that, if you produce and sell x itmes in a particular month, the following functions can be used to find the cost and revenue: Revenue: R(x)=150x-x^2 and Cost: C(x)=3000+20x. (a) Write a simplified formula for your profit in a particular month, P(x)=R(x)- C(x) (b) Find the "break-even" point(s) (c) How many items should you produce and sell in a month in order to achieve a maximum profit? (d) What is the maximum possible monthly profit? This is the problem and I cannot solve the c and d, could you please help me?Suppose you are the manager of a watchmaking firm operating in a competitive market. Your cost of production is given by C=400+2q2, where q is the level of output and C is total cost. (The marginal cost of production, MC(q), is 4q;the fixed cost, FC, is $400). If the price of a watch is $100, how many watches should you produce to maximize profits? You should produce______watches.(Enter your response as an integer.) What will the profit level be? Profit will be $___________. (Enteryour response rounded to two decimal places.) At what minimum price will the firm produce a positive output? In the short run, the firm will produce if price is greater than $__________ per watch. (Enter your response as an integer.