There is an excise duty (tax rate) is as follows Australian Taxation Office, (2018)
Tax Rate |
Retail Price |
Base Price |
|
Upto Jan 2018 |
0.6898 |
30 |
17.7535 |
Since March 2018 |
0.71046 |
30 |
21.3138 |
Price Elasticity refers to the degree to which the demand a good is price sensitive. i.e. if a small increase in the price, reduces the demand disproportionately (greater than 1), then the demand for the god is highly price elastic. Similarly, if the demand for the good is relatively unaffected, then the price elasticity is low. (Less than 1) (Mankiw, 2008)
It is measured as:
EDP = Proportionate change in demand/ proportionate change in per unit price.
Figure 1 Price Elasticity of Demand
Source: (Samuelson & Nordhaus, 2006)
In the diagram above, as the price drops from P1 to P2, the demand (and consequently output) moves from Q1 to Q3. The ratio of (P2-P1)/(Q2-Q1) is the elasticity of demand. The reverse effect is seen as price increases from P1 to P3. Output falls fromQ1 and Q2 and hence the (P3– P1/ Q1– Q3) elasticity will be negative.
Figure 2 Various kinds Price Elasticity of Demand
Source: (Chauhan 2009)
According to international research, generally, the elasticity of demand for cigarettes in Western Countries is less approximately -0.4. (Tobacco in Australia, 2018)Thus, the Price Elasticity of demand for cigarettes is low (Panel 2 of Figure2). Hence, an increase in the tax would not reduce the demand in the same proportion. (Mankiw, 2008) Tobacco consumption has decreased significantly in Australia and taxation has played a role in this transformation. (Australian Bureau of Statistics, 2013)
Figure 3 The Effect of Taxes on Tobacco Based Products (Example: Cigarettes)
Since, the demand is not expected to reduce to a great extent, if the price changes considerably, the seller can afford to pass it on to the consumer, Thus, the consumer will have to pay a higher price of the cigarette. The implication of this is that the consumer will either be forced to pay more or decrease consumption. The benefit of this is received in the form of greater public health. Additionally, given that the demand for cigarettes is highly inelastic and the demand is not expected to shrink much, there is the possibility of additional revenue to the government. (Mankiw, 2008)
a) Fixed and Variable Costs
Table 1 Various Production Costs Associated with cigarettes
Output |
Total Costs |
Marginal Costs (Total Costt – Total Costt-1 |
Average Variable Costs (Total Costs -50)/ Output |
Average Fixed Costs (50 / Output) |
Average Total Costs (Total Cost/ Output) |
0 |
50 |
– |
50 |
50 |
|
1 |
100 |
50 |
50 |
50 |
100 |
2 |
140 |
40 |
45 |
25 |
70 |
3 |
170 |
30 |
40 |
16.666 |
56.66 |
4 |
190 |
20 |
35 |
12.5 |
47.5 |
5 |
210 |
20 |
32 |
10 |
42 |
6 |
230 |
20 |
30 |
8.333 |
38.33 |
7 |
260 |
30 |
30 |
7.142 |
37.14 |
8 |
300 |
40 |
31.25 |
6.25 |
37.5 |
9 |
350 |
50 |
33.33333333 |
5.555556 |
38.888 |
10 |
410 |
60 |
36 |
5 |
41 |
The price of a product is also, the marginal revenue of the product.
In the short run, the producer will produce up to a point where the Marginal Revenue = Marginal Cost. At production level of 8 units and 2 units, the Marginal Cost is 40 which is slightly higher than the Marginal Revenue. Hence, the production level will be either 3 units or 7 units.
At the production level of 3 units, the Total Revenue of the good will be :
Total revenue = Price X Output
= $(35 X3)
= $105.
However, at this level, the total costs are at $170.
Hence, the Profits are
Profits = Total Revenue – Total Costs
= $170- $105
= – $65.
There is a net loss of $ 65 at this level.
At production level of 7 units, the Total Revenue is
Total revenue = Price X Output
Total revenue = $35 X 7
= $245
At this level , the Profits are
Profits = Total Revenue – Total Costs
= $245- $260
= – $15
Hence, the seller will stop production at 7 units since the seller is trying to minimize losses.
In the long run, the producer will produce where the average cost (long run average cost) is the lowest. This is at output level 8 and 7. Since, the Marginal costs is lowest at 7, the producer will still produce 7 units.
a) Differences between Monopolistic and Oligopolistic Market Structures
Monopolistic Competition: a monopolistic competition is an example of an imperfect market structure. It is not a perfect competition because there a few buyers and sellers. However, it is not a perfect monopoly, since there are more than one supplier. (Mankiw, 2008)The industry of web browsers is an example of a monopolistic competition market. Web Browser Google Chrome has a large market share but there are a few other web browsers like Safari, Mozilla Firefox and Opera that also function. (Brown, 2017)
An Oligopolistic market is one wherein there are more than two producers but not many. There a fewer sellers in an oligopoly than in a monopolistic competition. (Samuelson & Nordhaus, 2006)
The characteristics of a Monopolistic Competition and Oligopoly are as follows:
Table 2 Comparisons Between Monopolistic Competition and Oligopoly
Characteristics |
Monopolistic competition |
Oligopoly |
Number of sellers |
Many sellers but fewer than that in perfect competition |
Few sellers |
Type of Product sold |
Slightly Differentiated |
Differentiated/ standardized |
Existence of Entry Barriers to the market |
Some barriers but not blocked completely |
Significantly high barriers |
Individual Firm’s level of Control over Price |
Limited control |
In collusive oligopolistic structure, there is joint control which is significantly high; in non-collusive situation little to none. |
Non Price competition |
In the form of advertising , branding, etc. |
Product differentiation through innovation, process differentiation and tactics like loyalty bonuses, discount deals etc. |
Examples |
Large E-commerce platforms like Amazon .com; Web Browsers such as Google Chrome, Mozilla FireFox Etc. |
Airline Industry in USa, Australia, The Computer Operating Systems Market |
Resource Allocation |
Less than efficient allocation of resources |
Less than efficient allocation of resources |
Price and Output determination in a Monopolistic Competition
Short Run Equilibrium
The firm will produce at an output which is the intersection of the Marginal Revenue and the Marginal Cost below.
Figure 4 Monopolistic Competition
Source: (McConell, Brue, & Flynn, 2009)
Figure 5 Monopolistic Competition Short Run
Source: (McConell, Brue, & Flynn, 2009)
Figure 6 Short Run Equilibrium in monopolistic Competition
Source: (McConell, Brue, & Flynn, 2009)
In the long run, demand for firm’s products will lower as more firms enter the market for profits, which will erode the super normal profits. Thus, in the long run, the firm will only make profits at it’s break even point i.e where average costs equal price. (McConell, Brue, & Flynn, 2009) (Shown in diagram below)
Price and Output Determination in Oligopoly
The long-run and short run equilibrium of firms in an oligopoly are almost similar. The price and output determination is as follows:
Kinked Demand Curve: Non Collusive Oligopoly
Figure 7 Kinked Demand Curve
Source(McConell, Brue, & Flynn, 2009)
The “kinked demand curve” is a feature of the non-collusive oligopoly. There will always be a ruling price. If any of the firms lowers the price than this price, the other firks will follow suit. On the other hand, the other hand, if the firm raises the price to increase it’s Total revenue, then it will be priced out of the market since the competitors will have a lower price. E-commerce firms have price structures that are largely based on such a structure.
An Oligopolists demand curve is shaped by the decisions of his competitors. If the competitors match the demand curve and price which are represented as D2 D2 and MR2 MR2 in the diagram. In all likelihood, the rivals will ignore the price increase if he attempts to raise the price from QP to a higher point but will follow a price cut, if he lowers the price. Thus, the demand curve is kinked i.e D2 P D1 and the Marginal Revenue is broken at MR2 MR1
Figure 8 Kinked Demand Curve
Source: (McConell, Brue, & Flynn, 2009)
The kinked shape of demand curve DPD and the broken Marginal Revenue Curve MRMR explain the price inflexibility of an Oligopoly. Any change in Marginal costs between MC1 and MC2 cuts the short dashed vertical segment of the MR curve.
Collusive Oligopoly
In a Collusive Oligopoly, price and output setting process is identical to monopoly output and price determination since all firms are joint together like a single firm.
Figure 9 Collusive Oligopoly
Source: (McConell, Brue, & Flynn, 2009)
Each Oligopolist will charge at QP i.e above the average costs and will produce Output Q . Thus, they will have super normal profits.
Some local authorities in Australia have started merging local councils in order to form a bigger municipal council. This would imply merging of the operations of two municipal corporations. However, empirical evidence from Australia does not present any evidence to support this theory. (McQuestin, Drew, & Dollery, 2018)
Economic Rationale
This is done so that the local councils can provide shared services and earn shared revenues. It is expected that the economies of scale enjoyed by the merged councils will help improve the services to the citizen and in some cases, may even foster innovation. (Australian Centre of Excellence for Local Government, 2011)
Australia is not a very densely populated country. Hence, the total annual revenues received from a county may not be enough to cover costs. Hence, the merging will bring about economies of scale. (Mankiw, 2008)
The Average Cost Model
The Total Average Costs of running a county will decrease and the services will be share by a greater number of people and the counties will share costs of operation. There will be greater operational efficiency as the Average Factor Costs (payments as rent for land and interest for capital) may decrease. (Chauhan, 2009) Additionally, greater scale will allow counties to purchase materials in bulk. This is illustrated in the diagram below:
Figure 10 Typical Cost Curve
Source: Adapted from (Chauhan, 2009)
A typical cost curve is U shaped. . As the scale of operation increases, the costs of operation of the local government would keep decreasing. However, once there are minimum costs that would be incurred. This is point P. If the scale of operation increases beyond that, then the costs begin to rise. Hence, there might be rationale to merge a few local governments but these mergers should be limited. Care must be taken to ensure that these mergers do not increase to a scale that the benefits of mergers are lost.
Figure 11 The Average Total Cost Curves Model
A typical U- shaped Marginal cost curve is shown in the picture above. As seen in the diagram above, generally cost curves with greater outputs have lower marginal cost curves i.e they cost of producing the last unit is lower because the total output is larger. (Samuelson & Nordhaus, 2006).
References
Australian Centre of Excellence for Local Government. (2011). ‘Amalgamations: To Merge or not to Merge?’. Retrieved from Local Government NSW: https://www.lgnsw.org.au/files/imce-uploads/90/To%20Merge%20or%20not%20to%20Merge%20-%20LGNSW%20Background%20Paper%20%28Feb%202015%29.pdf
Australian Taxation Office. (2018, March 1). Excise rates for tobacco. Retrieved from Australian Government: Australian Taxation Office: https://www.ato.gov.au/Business/Excise-and-excise-equivalent-goods/Tobacco-excise/Excise-rates-for-tobacco/
Brown, A. (2017, November 20). Google Chrome Has Some serious NEw Competition, as FireFox launches Quantum Browser. Retrieved from Express: https://www.express.co.uk/life-style/science-technology/879822/Google-Chrome-vs-Firefox-Quantum-Web-Browser-Speed
Chauhan, S. (2009). MICROECONOMICS: Theory and Applications, Part 1. New Delhi: PHI.
Mankiw, G. (2008). Principles of Microeconomics (5th ed.). Mason Ohio: Cengage Learning.
McConell, C. R., Brue, S. L., & Flynn, S. M. (2009). Economics. Irwin: McGraw Hill.
McQuestin, D., Drew, J., & Dollery, B. (2018). Do Municipal Mergers Improve Technical Efficiency? An Empirical Analysis of the 2008 Queensland Municipal Merger Program. Australian Journal of Publi Administration, doi:10.1111/1467-8500.12286 (Online acess only).
Samuelson, P. A., & Nordhaus, W. D. (2006). Economics (18th International Edition). New delhi: Tata McGraw Hill.
Tobacco in Australia. (2018). Price elasticity of demand for tobacco products. Retrieved from TobaccoinAustralia.org: https://www.tobaccoinaustralia.org.au/13-1-price-elasticity-of-demand-for-tobacco-produc
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