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Conclude whether a multiple-output production process exhibits economies of scope or cost complementarities and explain their significance for managerial decisions.

Try these problems: 7, 21

Short Answer

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Yes, a multiple output production process exhibits economies of scope or cost complementarities.

Step by step solution

01

Introduction:

The term "multiple output production process" refers to a process that produces multiple outputs from multiple input sources. This technique has numerous advantages.

A producer can generate more than one type of product at the same time, and he can choose a technique based on market demand and his needs. This system has a wider range of applications than a single-output production system.

Assume you're using the multiple output system to make products and .You can also make either of the products, so you may now choose which one to produce and in what quantity.

02

Explaining whether a multiple-output production process exhibits economies of scope or cost complementarities

A linked economy means that producing one good reduces the cost of producing another related good. Economies of scope arise when it is cheaper to produce a wider variety of goods and services together than to produce a smaller variety of goods and services or one single product. In such cases, the production of complementary goods and services reduces the long-term average and marginal costs of a company, organization, or economy.

  • Cost complementaries represent a situation where producing two or more commodities together has a lower marginal cost than producing them separately.
  • Economies of the scope are different from economies of scale, the former means producing different products together to reduce costs, and the latter produces more of the same products to increase efficiency and reduce costs.
  • Economies of scope in the range can arise from commodities that are by-products or complements of production, commodities with complementary production processes, or commodities that share inputs to production.
03

Explaining their significance for managerial decisions.

  • Decreased productivity when there are too few workers or insufficient materials.
  • Increased costs when there are too many workers or too many materials when the storage life of the material is either limited or expensive to store.
  • And employee frustration, demoralization, and increased sales (which can be costly to the organization) if decisions include employee management and training.

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Most popular questions from this chapter

In the wake of the energy crisis in California, many electricity generating facilities across the nation are reassessing their projections of future demand

and capacity for electricity in their respective markets. As a manager at Florida Power & Light Company, you are in charge of determining the optimal size of two electricity generating facilities. The accompanying figure on the previous page illustrates the short-run average total cost curves associated with different facility sizes. Demand projections indicate that 6 million kilowatts must be produced at your South Florida facility, and 2 million kilowatts must be produced at your facility in the Panhandle. Determine the optimal facility size (S, M, or L) for these two regions, and indicate whether there will be economies of scale, diseconomies of scale, or constant returns to scale if the facilities are built optimally.

A firm can manufacture a product according to the production function

Q=F(K,L)=K3/4L1/4

a. Calculate the average product of labor,APL,when the level of capital is fixed at 81 units and the firm usesunits of labor. How does the average product of labor change when the firm usesunits of labor?

b. Find an expression for the marginal product of labor,MPL,, when the amount of capital is fixed atunits. Then, illustrate that the marginal product of labor depends on the amount of labor hired by calculating the marginal product of labor for16and81units of labor.

c. Suppose capital is fixed at81units. If the firm can sell its output at a price of\(200per unit and can hire labor at\)50per unit, how many units of labor should the firm hire in order to maximize profits?

A firm produces output according to a production function Q F(K,L) min Q=F(K,L)=min{4K,8L}.

a. How much output is produced when K 2 and L 3?

b. If the wage rate is \(60 per hour and the rental rate on capital is \)20 per hour, what is the cost-minimizing input mix for producing 8 units of output?

c. How does your answer to part b change if the wage rate decreases to \(20 per hour but the rental rate on capital remains at \)20 per hour?

Explain the difference between and the economic relevance of fixed costs, sunk costs, variable costs, and marginal costs. Try these problems: 4, 17

Calculate average and marginal costs from algebraic or tabular cost data and illustrate the relationship between average and marginal costs.

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