If pMP > wi and you want to increase profits, should you increase, decrease or maintain the level of factor 1? Select one: O a Increase O b. Maintain O. Decrease
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- Suppose that the market price increases to 6, as Table 8.14 shows. What would happen to the profit-maximizing output level?Based on your answers to the WipeOut Ski Company in Exercise 7.3, now imagine a situation where the firm produces a quantity of 5 units that it sells for a price of 25 each. What will be the companys profits or losses? How can you tell at a glance whether the company is making or losing money at this price by looking at average cost? At the given quantity and price, is the marginal unit produced adding to profits?Assume the manager is located at point B in the diagram above, and he is charging a price ofPo. What does the demand for the firm's goods look like if the managemnt anticipates thatrivals would not match price reductions but will match price rise instead of price decrease?
- Title is my answer for this question correct please advice me Description Making dresses in a labor intensive process. Indeed, theproduction function of a dress making firm is well described by theequation Q=L - L^2/800, where Q denotes the number of dresses perweek and L is the number of labor hours per week. The firms cost ofhiring an extra hour of labor is $20 per hour (wage plus fringebenefits.) The firm faces the fixed selling price, P = $40. a.) How much labor should the firm employ? What are itsresulting output and profit? b.) Over the next 2 years, labor costs are expected to beunchanged, but dress prices are expected to increase to $50. Whateffect will this have on the firm's optimal output? Explain.Suppose that inflation is expected to increase the firm's laborcost and output price by identical (precentage) amounts. Whateffect would this have on the firm's output. c.) Finally, suppose that MCL =$20 and P=$50 but that laborproductivity (output per labor hour) is…COURSE: MICROECONOMICS - PRODUCTION THEORY Suppose a company engaged in manufacture of wheat whose production function is represented by: Q =10KL.In addition, firm must pay wages of $200 and rent on capital is $600. It is known that firm has a budget of $30,000 for cheese production.a) Calculate break-even point of both factors of production and graph itb) What will happen if minimum wage is now fixed at $300? Graph itc) Assuming that new minimum wage at point b) is maintained and, assuming that investor demands a capital rent of $900, explain what happens to optimal factor level. Graph itA firm uses a single input to produce a commodity according to itsshort-run production function f(x) = 4√x, where x is the number of units ofinput. The commodity sells for $100 per unit. The input cost $50 per unit.(a) Write down a function that states the firm’s profit as a function ofthe amount of input.(b) What is the profit maximizing amount of input and output?(c) Suppose the firm is taxed $20 per unit of its output and the priceof its input is subsidized by $10, explain in detail how this will affect the newinput and output levels?
- You are given the profit function: Profit = 100Q – Q2 – 100 – 0.5Q2a. In words, how would you find the quantity you should produce to maximize profits?b. What is the slope of this line at that optimal profit point, and how does its value tell you that you areat the optimal quantity?c. In words, what would the slope of that line be if you produced a quantity smaller than the optimalquantity? In words, what would the slope of that line be if you produced a quantity greater than theoptimal quantity?Please help ASAP What is the firm's fixed cost? What is the profit-maximizing level of output? Given that half of the fixed cost is avoidable and the firm produces at the optimal level of output, what is the firm's avoidable cost? Should the firm shut down its production? yes or noEconomic profits may result from: O a. innovation b.risk taking Oc. exploiting market inefficiencies Od. all the above O e. a and b
- An SMSE has a production process with fixed lot size A. The table belowshows the total output and the number of workers:No. of Workers (L) Total Output (Q) 0 0 1 10 2 30 3 50 4 56 5 59 6 60 7 60 8 58(a) Determine marginal productivity of labour and average productivity oflabour for each unit of labour. (b) Show the three stages of production (c) Suppose the market price of the output Rs. 150 and the wage rate isRs. 900, how many workers would this firm hire? What if the pricedecreases to Rs. 100?(d) Suppose the market price increases to Rs. 250, what is the highestwage rate the firm would be willing to pay to…Answer the following: 1. Assuming that the product’s price is P58 per pack, should the competitor sell in the short-runWhy or why not?If it decides to sell, what will be the profit-maximizing (or loss-minimizing output per day)?What is the profit (or loss) that the seller can realize per day? What is the profit (or loss) per pack?A. Assuming that the product price is P42 per pack, answer the same questions in letter A.B. Because of increasing sellers of masks in the market, the product’s price further decreased to P32per pack. Again, answer the same questions in letter A.C. When is this seller going to shut down?D. Now generate the seller’s supply curve of mask in the short run.Consider a firm that is perfectly competitive in the market for inputs and outputs. Thefirm hires two types of workers: low-skill (high school graduates and high school dropouts) andhigh-skill (undergraduate and postgraduate degree) workers. The firm compensates high-skilledworkers at the rate wH and low-skill workers at the rate wL. It produces the output subject to aCobb-Douglas production technologyF(L,H) = (AH)α(L)β,where H - is the amount of high-skill hours, L - the amount of low-skill hours, and A - thetechnology parameter that augments the productivity of the high-skill labour. 4. In the short run, the firm cannot increase the amount of high-skill labour . Derive the1short-run demand for low-skill labour.5. What is the substitution effect of the wage increase in the short-run?6. Derive the long-run cost-minimizing demands for high- and low-skilled labour. Show thesolution to the cost-minimization problem on the graph