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Caterpillar Tractor, one of the largest producers of farm machinery in the world, has hired you to advise it on pricing policy. One of the things the company would like to know is how much a 5 -percent increase in price is likely to reduce sales. What would you need to know to help the company with this problem? Explain why these facts are important.

Short Answer

Expert verified
To advise Caterpillar Tractor on how much a 5-percent increase in price is likely to reduce sales, one needs to know the company's price elasticity of demand. The price elasticity of demand predicts how much the quantity demanded of a good changes when its price changes. This can be calculated if the current demand, the current price, and the likely change in sales upon a 5% increase in price are known. These data can potentially be found in the company's historical sales data, consumer surveys, or market research.

Step by step solution

01

Understand the Problem

Caterpillar Tractor wants to know the potential impact of a 5-percent increase in price on its sales. Specifically, they want to understand how much their sales may decrease as a result of the price increase.
02

Identify the Concepts and Variables

The concept to be used here is Price Elasticity of Demand (PED). This is a measure of the percentage change in quantity demanded caused by a percent change in price. The variables in this exercise are the price of the product (which increases by 5%) and the sales or quantity demanded.
03

Explain the Importance of Price Elasticity of Demand

Price Elasticity of Demand (PED) is important to know because it helps to predict the effect of a change in price on demand and revenue. A product is said to be elastic if the quantity demanded changes significantly as the price changes. If it's inelastic, then the quantity demanded doesn't change much with price changes.
04

Identify Required Information

To calculate the PED, we need to know the current demand or sales, the current price and the likely change in sales when the price increases by 5%. This latter piece of information might be estimated using historical sales data, consumer surveys or market research.
05

Apply the Price Elasticity of Demand formula

The formula for PED is % change in quantity demanded / % change in price. We know that the price is increasing by 5%, but we don't have an estimated % change in quantity demanded. This is why we need the additional information.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Microeconomics and the Study of Pricing Policy
Microeconomics is the branch of economics that studies the behavior and decisions of individual units, such as businesses and consumers, within an economy. When discussing pricing policy, microeconomics plays a vital role in understanding how prices affect the quantity of goods demanded by consumers.

In the context of Caterpillar Tractor's inquiry about the effects of a price increase on sales, microeconomic principles are fundamental. They enable us to examine the decision-making processes of buyers when facing higher prices and the potential reactions from competitors. Among the core principles is the concept of Price Elasticity of Demand (PED), which quantifies the responsiveness of demand when there is a change in price.

Firms leverage microeconomic theories to foresee customer reactions to price changes and to strategize accordingly. For Caterpillar Tractor, understanding microeconomic concepts such as PED is instrumental in setting a pricing policy that balances profitability with market demand, considering factors like production costs, market competition, and consumer preference.
Demand Analysis and Price Elasticity
Demand analysis is a key aspect of microeconomics that involves examining how various factors affect consumer demand for a product. It is essential for a business like Caterpillar Tractor to understand demand patterns for their products, as these patterns influence inventory management, production planning, and pricing strategies.

To gauge the potential impact of a price hike, demand analysis utilizes the Price Elasticity of Demand. This measure indicates how sensitive the quantity of a product demanded is to a change in its price. If a product is price elastic, a small price increase may lead to a significant drop in demand, which can be detrimental to sales and overall revenue.

For detailed demand analysis, Caterpillar Tractor would need comprehensive market data, including consumer behavior trends, competitor pricing, and the substitutability of their products. In short, demand analysis helps predict the magnitude of the impact on sales volume that results from price alterations like the proposed 5-percent increase.
Formulating a Pricing Policy
Establishing a pricing policy requires a thorough understanding of market dynamics and consumer behavior. In determining how a price change will affect sales, a company must recognize not only the immediate financial benefits but also the long-term implications for the brand's positioning in the market.

An effective pricing policy considers the Price Elasticity of Demand to find the optimal price point that maximizes profit without alienating consumers. For instance, if Caterpillar Tractor discovers that the demand for their machinery is highly elastic, a 5-percent price increase could lead to a larger decrease in sales, potentially offsetting the additional revenue per unit.

Pricing policy should also take into account the production costs, the competitive landscape, and the perceived value of the goods. Caterpillar Tractor needs to balance these elements judiciously to determine a price that maintains sales volume and profit margins, and that supports the long-term strategic goals of the company.

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Most popular questions from this chapter

1: } C_{1}\left(Q_{1}\right)=10 Q_{1}^{2} \\ \text { Factory #2: } C_{2}\lef… # A firm has two factories, for which costs are given by: \[  Factory #1: C1(Q1)=10Q12 Factory #2: C2(Q2)=20Q22 \] The firm faces the following demand curve: \[ p=700-5 Q \] where Q is total output-i.e., Q=Q1+Q2 a. On a diagram, draw the marginal cost curves for the two factories, the average and marginal revenue curves, and the total marginal cost curve (i.e., the marginal cost of producing Q=Q1+Q2 ). Indicate the profit-maximizing output for each factory, total output, and price. b. Calculate the values of Q1Q2Q, and P that maximize profit c. Suppose that labor costs increase in Factory 1 but not in Factory 2. How should the firm adjust (i.e. raise, lower, or leave unchanged) the following: Output in Factory 1? Output in Factory 2? Total output? Price?

Will an increase in the demand for a monopolist's product always result in a higher price? Explain. Will an increase in the supply facing a monopsonist buyer always result in a lower price? Explain.

A firm faces the following average revenue (demand) curve: \[ P=120-0.02 Q \] where Q is weekly production and P is price, measured in cents per unit. The firm's cost function is given by C= 60Q+25,000. Assume that the firm maximizes profits. a. What is the level of production, price, and total profit per week? b. If the government decides to levy a tax of 14 cents per unit on this product, what will be the new level of production, price, and profit?

There are 10 households in Lake Wobegon, Minnesota, each with a demand for electricity of Q=50P. Lake Wobegon Electric's (LWE) cost of producing electricity is TC=500+Q a. If the regulators of LWE want to make sure that there is no deadweight loss in this market, what price will they force LWE to charge? What will output be in that case? Calculate consumer surplus and LWE's profit with that price. b. If regulators want to ensure that LWE doesn't lose money, what is the lowest price they can impose? Calculate output, consumer surplus, and profit. Is there any deadweight loss? c. Kristina knows that deadweight loss is something that this small town can do without. She suggests that each household be required to pay a fixed amount just to receive any electricity at all, and then a per-unit charge for electricity. Then LWE can break even while charging the price calculated in part (a). What fixed amount would each household have to pay for Kristina's plan to work? Why can you be sure that no household will choose instead to refuse the payment and go without electricity?

A monopolist faces the following demand curve: \[ Q=144 / P^{2} \] where Q is the quantity demanded and P is price. Its average variable cost is \[ \mathrm{AVC}=Q^{1 / 2} \] and its fixed cost is 5 a. What are its profit-maximizing price and quantity? What is the resulting profit? b. Suppose the government regulates the price to be no greater than $4 per unit. How much will the monopolist produce? What will its profit be? c. Suppose the government wants to set a ceiling price that induces the monopolist to produce the largest possible output. What price will accomplish this goal?

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