The weekly revenue realized by a company is approximated by the revenue function R(x, y) = 200x + 350y – 5a² – 2y² for the sale of x units per week of product A and y units per week of product B. Over the year the company produces between 40 and 50 units of product A each week and between 90 and 120 units of product B each week. Approximate this company's average weekly revenue from products A and B over the year. Round to the nearest cent. $ per week TIP

The weekly revenue realized by a company is approximated by the revenue function R(x, y) = 200x + 350y – 5a² – 2y² for the sale of x units per week of product A and y units per week of product B. Over the year the company produces between 40 and 50 units of product A each week and between 90 and 120 units of product B each week. Approximate this company's average weekly revenue from products A and B over the year. Round to the nearest cent. $ per week TIP

ENGR.ECONOMIC ANALYSIS

14th Edition

ISBN:9780190931919

Author:NEWNAN

Publisher:NEWNAN

Chapter1: Making Economics Decisions

Section: Chapter Questions

Problem 1QTC

See similar textbooks

Similar questions

A company has established that the relationship between the sales price for one of its products and the quantity sold per month is approximately D = 1560 – 20p units (D is the demand of quantity sold per month, and p is in dollars.) The fixed cost is $800 per month, and the variable cost is $30 per unit produced. The demand that maximizes the revenue is:
The profit,P,of a company that manufactures and sells N units of a certain product is modeled by the function P(N)=R(N)-C(N) The revenue function,R(N)=S·N, is the selling price S per unit times the number N of units sold. The company's cost,C(N)= Co +Cop(N), is a sum of two terms. The first is a constant Co describing the initial investment needed to set up production. The other term, Cop(N), varies depending on how many units the company produces, and represents the operating costs. Companies care not only about profit, but also marginal profit, the rate of change of profit with respect to N. Assume that S=$50,Co=$75,000, Cop(N)=$50✓N,and that the company currently sells N= 100 units. Compute the marginal profit at this rate of production.Round your answer to one decimal place.
A company that manufactures oximeters (devices that are placed on the fingers to measure the amount of oxygenation that a person is producing) has recently been stretched by high demand due to COVID-19. From that company, it is known that in the month of August 2020 a total of 10,000 oximeters were produced that qualified as conforming product, that the company was running a total of 25 days, Monday through Saturday, 9.5 hour shifts, of that time half an hour daily was for calibration and warm-up of the production machines and one hour daily was lunch for the workers. In addition, daily half-hour meetings are held to discuss the day's production. Because they are currently working under pressure due to high demand, there are no kanban waiting times. Determine the parts per hour of work that were produced during the month of August 2020.
FCR and Average daily gain are measured in a continuous scale. true or false
1-24 A couple of entrepreneurial business students at State University decided to put their education into practice by developing a tutoring company for business students. While private tutoring was offered, it was determined that group tutoring before tests in the large statistics classes would be most beneficial. The students rented a room close to campus for $300 for 3 hours. They developed handouts based on past tests, and these handouts (including color graphs) cost $5 each. The tutor was paid $25 per hour, for a total of $75 for each tutoring session. (a) If students are charged $20 to attend the session, how many students must enroll for the company to break even? (b) A somewhat smaller room is available for $200 for 3 hours. The company is considering this possibility. How would this affect the break-even point?
A strawberry growing company is deciding its production and sale plan for the national and international markets.The sale price for each ton of strawberry depends on the quantity offered in the market. If x1 tons is offered for the domestic market, the sale price will be (30 - x1) CU / ton, while if x2 tons is offered for the international market, the sale price will be (40 - x2) CU / ton.The cost for each ton of strawberry for the domestic market is 10 MUs, while for the international market it is 15 MUs.The company has the capacity to produce up to 10 tons of strawberries for sale and, according to SAG restrictions, it must dedicate at least 10% of its production to the international market.For technical production reasons, the company must additionally satisfy the following restriction: x12 + x22 ≤64.a) Raise the NLP model that allows maximizing the net profit for the companyb) State the KKT conditions for the problem and indicate whether they are necessary and / or sufficient.c)…
A firm’s LRTC = 600Q - .5Q2 + .001Q3. At what level of output does the firm experience minimum efficient scale? This problem can be solved either by a spreadsheet, Excel Solver or otherwise
1. Prepare the scatter diagram and insert the trendline or line of best-fit. Use a scaleof 2 cm to represent 1,000 units on the x-axis & 2 cm to represent $50,000 on the y-axis. 2. Using the line of best-fit, determine the company’s fixed cost per month and thevariable cost per unit. (Use 0 & 5,000 units.)
Many times, the selling price of a product, p, is related to the demand, D, according to the relationship p=a-bD. However, a company has found that the price of their product can be related to demand ( in units per year) according to the following equation: p= $88.5 – (0.5)D0.5 . In addition, there is a fixed cost of $20,000 per year and the variable cost to manufacture the product is $20 per unit. a. What level of demand maximizes total revenue and the maximum revenue? b. What level of demand maximizes total profit for this product and the maximum profit?
The consumption of electricity in one area has increased historically at 6% per year.If it continues to increase at this rate indefinitely.Find the the number of years before the electricity utility would need to double the amount of generation capacity
A company has established that the relationship between the sales price for one of its products and the quantity sold per month is approximately p = 78 – 0.11D units. The fixed cost is $800 per month and the variable cost $32 per unit produced. What number of units, D*,should be produced per month and sold to maximize the profit per month related to the product? Round your answer to 2 decimal places.
Am I solving correctly? I don’t really remember how to derive the AC equation or graph these values that I have found.