Economics Today: The Macro View (18th Edition)
Economics Today: The Macro View (18th Edition)
18th Edition
ISBN: 9780133884876
Author: Roger LeRoy Miller
Publisher: PEARSON
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Chapter 4, Problem 4.4SC
To determine

What are the functions of price and price controls?

Concept Introduction:

Rationing- It is the equitable allocation of scarce resources, goods and services through the market price mechanism or government decree.

Price rationing- Scarcity is directly proportional to the demand-supply gap. Higher the demand, given the scarcity of the good, higher will be the price. High price discourages demand and goods are rationed according to the ability and willingness to pay.

Non-Price rationing- When prices are below or above the market clearing price, by the law of moral suasion, non-price rationing is used to ration goods among end users. Queue rationing and allocation schemes are examples of non-price rationing.

Price Control- It is the regulation established by the governments on the market prices of goods or services in the form of prices ceiling or price floors. This is the government mandated minimum or maximum prices for goods. This is done primarily to ensure economic stability or producer/consumer welfare.

Price ceiling- It is the maximum price that can be charged for a good/service as determined by law or government decree.

Price Floor- It is the minimum price that can be paid for a good/service as determined by law or government decree.

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2.) Using the line drawing tool​, plot and label the isocost line.   Carefully follow the instructions​ above, and only draw the required objects.   FILL IN BLANK  d. Now suppose the price of labour rises to​ $5 per​ unit, but the firm still wants to produce 500 tires per day. Explain how a​ cost-minimizing firm adjusts to this change​ (with no change in​ technology).   A​ cost-minimizing firm will be producing on ▼  The samedifferently slopedparallel   isocost line. The firm will use ▼  moresameless   labour and ▼  less the same amount of more capital and produce on ▼   a higher point on the same a lower point on the same a lower a higher isoquant curve.
QK Using the graph on the right, determine how the firm should change the quantity of the production factors in order to reduce the costs. The firm that is producing at point A can reduce its costs for producing 2000 units by employing A. same capital and more labour. B. less capital and more labour. ○ C. less capital and the same labour. D. more capital and more labour. OE. more capital and less labour. C A B Q =4000 Q = 2000 C Isocost line QL
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