Important Note: Answers are written such that they can be produced in the exam like situation in the given time and word limit.
Q1(a): Examine the role of price elasticity of demand in determining the price set by a discriminating monopolist.
Ans: Discriminating monopolist charges different prices for the different units of a commodity.
A discriminating monopolist aims for maximum profits by adjusting supply based on varying demand elasticities in different markets, making price discrimination profitable.
Figure (a) and (b) display the average and marginal revenue for sub-markets A (less elastic) and B (more elastic) with different demand elasticities. In (c), profit-maximizing output is determined.
In markets with more elastic demand, a monopolist risks losing customers because they are more sensitive to price changes. To address this, the monopolist implements a pricing strategy that sets higher prices in markets with less elastic demand, while charging lower prices in markets with more elastic demand.
This strategy is designed to take advantage of the higher willingness of consumers in less elastic markets to pay more, while also reducing the chance of losing customers in more elastic markets where price sensitivity is greater.
Thus, the price elasticity of demand plays an important role in determining the price set by the discrimination monolpolist.
Q1(b): Explain the backward bending supply curve of labour as a choice between income and leisure.
Ans:
Backward sloping labor supply curve
In a backward-sloping labor supply curve, there is initially a direct relationship between labor supply and wages. However, beyond a certain point, higher wages result in a decrease in labor supply.
Backward sloping labor supply curve
There are two effects determining supply of labor.
When the substitution effect outweighs the income effect, the labor supply curve slopes upward, indicating a positive relationship between wages and the amount of labor supplied. However, once wages reach a sufficiently high level, the income effect begins to dominate the substitution effect. Beyond this point, the amount of labor supplied decreases as wages increase.
Q1(c): Explain the major differences between classical and Keynesian macroeconomics.
Ans: Classical and Keynesian macroeconomics offer distinct viewpoints on how economies operate and how economic policies should be formulated. Major differences between them are as follow.
Q1(d): What is meant by internal rate of return in the theory of investment ? What is its importance in deciding whether to accept investment project ?
Ans: IRR is a discount rate that makes the net present value (NPV) of all cash flows equal to zero in a discounted cash flow analysis.
Importance of IRR
Example: For an investment with cash flows: Initial -$100,000, Year 1 $30,000, Year 2 $40,000, Year 3 $50,000, an IRR of 15% (compared to a 10% required return) indicates project acceptance.
Q1(e): Explain why it is considered difficult for open market operations to affect both the availability and cost of credit at the same time.
Ans: Open market operations (OMO) refer to the central bank's (RBI/FED) practice of buying and selling securities in the open market. This tool is used to regulate the money supply and influence interest rates.
However, affecting both the availability and the cost of credit simultaneously can be challenging due to several factors like
These dynamics highlight the challenges central banks face in using OMOs to precisely affect both the availability and cost of credit at the same time.
Q2(a): Explain the Cournot model of duopoly using reaction functions and interpret it as a Nash equilibrium.
Ans: Cournot’s model is duopoly model.
Assumptions
Model
In the Cournot model, each firm decides its optimal output level by considering the expected output of the other firm. These decisions are expressed through reaction functions.
Firm 1’s Reaction Function:
𝑞 1 = 𝑅 1 ( 𝑞 2 )
Firm 2’s Reaction Function:
q 2 =R 2 (q 1 )
Cournot’s equilibrium is found at the intersection of the two firms’ reaction curves. Consider Firm A producing a quantity A1 lower than the equilibrium quantity Ae. Firm B reacts by producing B1, assuming Firm A will keep producing A1. Then, Firm A responds by increasing its output to A2, assuming Firm B stays at B1. Firm B then reduces its quantity to B2B.
This action-reaction cycle persists because the firms naively fail to learn from their rival's past reactions. This iterative adjustment process continues until it eventually reaches the equilibrium point e.
Nash Equlibrium Interpretation of Cournot Model
A Nash equilibrium occurs when no player can benefit by altering their own strategy while keeping the strategies of others unchanged. In the Cournot model, this equilibrium is achieved when each firm's output decision is optimal given the output of the other firm. At this point, neither firm can increase its profit by unilaterally adjusting its output. The equilibrium is represented by the intersection of the reaction functions.
Q2(b): “Perfect competition is incompatible with increasing returns to scale.” Examine the statement.
Ans: In perfect competition, firms operate as price takers, meaning they have no influence over the market price and produce where marginal cost equals marginal revenue. In the long run, each firm produces at the lowest possible average cost. It is assumed that there are decreasing returns to scale and rising costs, which results in an upward-sloping marginal cost curve. This upward slope ensures that no single firm can dominate the entire market.
Increasing Returns to Scale and Perfect Competition
If a firm is experiencing increasing returns to scale, its average costs decrease. However, in perfect competition, firms are already assumed to be operating at their lowest possible average cost. If increasing returns to scale were present, a firm could produce at even lower costs as it expands. This would disrupt the conditions of perfect competition, as some firms would have lower costs than others, gaining a competitive advantage and potentially influencing prices. If a single firm continued to expand, it could dominate the entire market. Therefore, increasing returns to scale are not compatible with the characteristics of perfect competition.
Q2(c): Describe a model of oligopoly that explains price stickiness.
Ans: In Kinked demand curve price elasticity of demand is different at different region. It is seen in the oligopoly market. This model was given by Sweezy.
Assumptions
Assume the market is in equilibrium at price p* and quantity q*. If a single firm decides to raise its prices, other firms may not follow suit, causing the firm to lose market share. As a result, the demand curve becomes more elastic above price p*.
If single firm decreases price, other firms will also follow it to prevent the loss of market share. Hence demand curve is inelastic below price p*.
Thus under the kinked demand curve for range of marginal cost, firms has no incentives to change prices. Kinked demand curve is not model of price determination. Kinked demand curve just explains price stickiness. However, it fails to explain to determine exact price and quantiy.
Q3(a): “Under rational expectation hypothesis, systematic monetary policy is ineffective.” Explain the above statement using a suitable model.
Ans: Rational expectation hypothesis was proposed by Lucas.
Assumptions
Model
Lucas said that economic agent will form expectation on the basis of all available information.
Suppose the initial equilibrium is at price level P0, output Y0, and employment N0. If there is a systematic increase in the money supply, it will boost demand and drive prices up from P0 to P1'. This rise in the price level will increase the value of the marginal product of labor, shifting labor demand outward and leading to higher employment. However, because the increase in the money supply is systematic and anticipated, economic agents will adjust their behavior accordingly. This adjustment results in a shift in labor supply, which causes output to decrease. Consequently, despite the systematic increase in the money supply, output and employment will remain the same at the higher price level. Therefore, systematic monetary policy will be ineffective and should be avoided.
Q3(b): In the IS-LM framework, the effectiveness of monetary and fiscal policies depend on the interest elasticity of investment. Explain.
Ans:
The IS curve illustrates the relationship between income and interest rates when the goods market is in equilibrium, while the LM curve shows the relationship between income and interest rates when the money market is in equilibrium. The equilibrium is found at the point where the IS and LM curves intersect.
Interest elasticity of investment and effectiveness of monetary and fiscal policies
The interest elasticity of investment refers to the responsiveness of investment to changes in interest rates. A greater interest elasticity of investment results in a flatter IS curve.
Effectiveness of Monetary Policy
Increasing the money supply shifts the LM curve from LM0 to LM1. This expansionary monetary policy lowers interest rates, which in turn stimulates investment.
Given that investment is relatively inelastic to interest rate changes, this policy has a minor impact on output when the IS schedule is steep (part a). A decrease in interest rates does not substantially increase investment, resulting in only a modest rise in output.
Conversely, when investment is highly responsive to changes in interest rates (i.e., it is relatively elastic), the policy has a more pronounced effect when the IS curve is relatively flat (as shown in part b). A reduction in interest rates leads to a substantial increase in investment, which significantly boosts output.
Hence, monetary policy is effective when investment is interest elastic.
Effectiveness of Fiscal Policy
In each segment of the figure, an upward shift in government spending moves the IS schedule from IS0 to IS1. Rise in government spending also increases interest rate and thus reduction in investment.
In part a, the IS curve is steep, indicating that investment is not very responsive to interest rate changes. Consequently, a rise in interest rates has little effect on investment, leading to a significant increase in income from expansionary fiscal policy.
In contrast, part b features a relatively flat IS curve, where investment is more sensitive to interest rate changes. Here, a rise in interest rates significantly affects investment, making the impact of the fiscal policy considerably weaker.
Hence fiscal policy is effective when investment is interest inelastic.
Q3(c): How important is speculative demand for money in achieving unemployment equilibrium in the Keynesian model ? Discuss.
Ans: At low interest rates, there is a potential for interest rates to rise, leading to an anticipated capital loss on bonds. This expected loss may outweigh the interest income from bonds, making money a more attractive asset compared to bonds, which is known as speculative demand for money.
In his analysis, Modigliani demonstrated that wage rigidity alone is sufficient to explain the occurrence of involuntary unemployment.
Lets say there is no speculative demand. In this case Money demand will become interest inelastic.
MS = Md = KPY
Thus change in money supply will result into change in price level. That means prices are flexible.
Suppose there is a shock that reduces aggregate demand. With flexible wages, adjustments in prices and wages would ensure that employment and output remain unchanged. However, with rigid wages, real wages will increase due to changes in the price level. As illustrated in the figure above, this results in involuntary unemployment (RT). The labor market will not be in equilibrium, leading to employment and output being lower than their natural levels. Thus, even in the absence of speculative demand for money, wage rigidity can still lead to involuntary unemployment.
Reasons for wage rigidity
Q4(a): Explain the concept of “sterilization” in the context of monetary approach to balance of payments.
Ans: Sterilization is a key concept in the monetary approach to balance of payments. It involves central banks taking specific actions to offset the effects of their interventions in the foreign exchange market on the domestic money supply. Essentially, sterilization consists of deliberate measures by central banks to neutralize the impact of their foreign exchange transactions on the domestic money supply.
Mechanism of Sterilization:
Objectives of Sterilization:
Effectiveness and Challenges:
Sterilization is a critical tool for central banks in the monetary approach to balance of payments, allowing them to manage domestic monetary conditions while influencing exchange rates through interventions in the foreign exchange market.
Q4(b): Tax burden is distributed between buyers and sellers in the ratio of elasticities of demand and supply. Explain.
Ans: The tax burden is shared between buyers and sellers according to the ratio of the elasticities of demand and supply.
The overall tax burden is shown as KFGL. This burden is distributed between buyers and sellers, with buyers bearing BFGH and sellers shouldering KBHL.
The elasticity of demand (ed) measures the percentage change in quantity demanded relative to the percentage change in price.
The elasticity of supply (es) measures the percentage change in quantity supplied relative to the percentage change in price.
From the above figure:
ed = Q1Q0 / FB
es = Q1Q0 / BK
Thus, es / ed = FB / BK
The tax burden borne by buyers relative to that borne by sellers can be expressed as BFGH / KBHL = FB * BH / BH * BK = FB / BK.
These equations illustrate how the tax burden is distributed between buyers and sellers in proportion to the elasticities of demand and supply.
Q4(c): Discuss Friedman’s restatement of Quantity Theory of Money. Under what conditions, it reduces to classical Quantity Theory of Money ? Explain.
Ans: Friedman recognized the role of money not only for transactions but also for asset holding. He suggested that total wealth can be held in various forms, and the composition of this wealth is influenced by the returns on these assets.
On the basis of above assumption Friedman’s money demand function can be written as
Md = F(P, Y, rb, re, rd)
where P = price level
Y = real income
rb = nominal interest rate on bonds
re = nominal return on equities
rd = nominal return on durable goods
It can be restate as Cambridge equation
Md = K( rb, re, rd)PY
In Equilibrium Money supply is equal to money demand thus
Ms = Md = K( rb, re, rd)PY
An external increase in the money supply will either result in an increase in PY or lead to decreases in rb, re, and rd. According to Friedman, the money demand function is stable, so most of the impact of a change in the money supply manifests as a change in PY.
Conditions Under Which It Reduces to the Classical Theory
Friedman’s restatement of the Quantity Theory of Money simplifies to the classical version under specific conditions:
Constant Velocity of Money: If the velocity of money (the rate at which money circulates in the economy) is constant, then any change in the money supply ( M ) directly impacts nominal GDP (PY). Velocity (V) is defined as V = PY/M
A stable ( V ) means the relationship between money supply and nominal GDP is direct.
Stable Money Demand: If money demand depends only on income and prices, expressed as Md=kPY where k is constant, then changes in the money supply result in proportional changes in the price level P, assuming that output Y is at full employment.
Short-Run Neutrality: When the economy is at or close to full employment in the short term, alterations in the money supply primarily impact the price level rather than output. This supports the classical perspective that money is neutral concerning real variables over the long term.
These conditions highlight a direct and proportional relationship between the money supply and price levels, similar to the classical Quantity Theory of Money.
Q5(a): Factor intensity reversal is incompatible with Heckscher-Ohlin model. Examine this statement.
Ans: The Heckscher-Ohlin (HO) model suggests that a country will export goods that require the intensive use of its relatively abundant factor and will import goods that require the intensive use of its relatively scarce factor.
Factor intensity reversal
Factor-intensity reversal refers to the situation where a given commodity is the L-intensive commodity in the L-abundant nation and the K-intensive commodity in the K-abundant nation.
At point D commodity X is labor intensive and at point G it is capital intensive. In such case HO theorem brakes as both the countries will try to export same commodity.
Leontief paradox and factor intensity reversal
The USA is a capital-abundant country, so Leontief expected it to export capital-intensive goods and import labor-intensive ones. However, the USA was actually exporting labor-intensive goods, which contradicts the HO theorem. This suggests that a factor intensity reversal might have occurred.
Q5(b): Why depreciation of a currency is inflationary ? Explain.
Ans:
Currency depreciation is inflationary for several reasons:
Thus, depreciation leads to higher import costs, increased production expenses, wage hikes, and inflation expectations, all contributing to overall inflation.
Q5(c): Can Kuznet’s hypothesis of an inverted U-curve be extended to analyse environmental degradation ? Explain.
Ans: Kuznets' inverted U hypothesis examined how economic growth impacts income distribution. According to Kuznets, as income rises, inequality first increases and then decreases. This concept can also be applied to environmental degradation, where it initially worsens with growth but eventually improves.
Causes for increase in environmental degradation
In the first part, industrial income rises and agricultural income falls. It increases environmental degradation by industries. Also in the initial stages income is low to adapt clean energy technologies. Thus there is dependence on polluting energy sources. Hence environmental degradation increases with income
Causes for decreased inequalities
During this period, the service sector begins to replace the manufacturing sector. The service sector is less polluting compared to industries. Additionally, as income rises, investment in clean technology grows, which contributes to reducing environmental degradation.
Thus with increased income environmental degradation first increases and then reduces.
Q5(d): Explain how modified HDI is an improved measure of development over HDI.
Ans: The Human Development Index (HDI) is a composite measure used to rank countries by their level of human development. It combines three essential dimensions: health (life expectancy at birth), education (average years of schooling and expected years of schooling), and standard of living (gross national income per capita).
Inequality Adjustment
The Modified Human Development Index (MHDI) addresses the limitations of the traditional Human Development Index (HDI) by including adjustments for inequality. This provides a more accurate representation of human development by reflecting disparities within a country.
Environmental Sustainability
In contrast to the HDI, the MHDI includes metrics for environmental sustainability, such as carbon footprint and renewable energy use. This approach ensures that development is sustainable and takes into account long-term ecological effects.
Gender Inequality
The MHDI includes measures of gender inequality, capturing disparities in health, education, and economic status between men and women. This provides a more comprehensive view of societal progress.
Quality of Life Indicators
The MHDI enhances the assessment of quality of life by including indicators like life satisfaction, mental health, and housing quality, which are not covered by the traditional HDI.
Cultural & Societal Factors
The MHDI takes into account cultural and societal aspects, providing a comprehensive perspective on development. It includes metrics for social cohesion and community involvement, offering a more detailed understanding of human well-being.
These enhancements make the MHDI a more comprehensive and equitable measure of human progress compared to the traditional HDI, better reflecting the complexities and multifaceted nature of development.
Q5(e): How renewable energy use can help attain environmental sustainability ? Explain.
Ans:
Renewable energy, often referred to as clean energy, comes from natural sources or processes that are constantly replenished. For example : wind energy, solar energy, etc. It is going to play important role in future economics.
Thus it can be said that renewable energy sources could help us to attain environmental sustainability.
Q6(a): Consider the market for good X for Country 1 and Country 2. The supply and demand functions for Country 1 are given as P = Q + 70 and P = 170 – Q, while that of Country 2 are given as P = 10 + Q and P = 110 — Q. Assume that there are two countries in the world and trade is balanced. Free trade price is stabilized in between autarky prices of both the countries. Based on the above information, answer the following questions :
(i) From the free trade price and zero transportation cost, if the importing country imposes an import quota of 50 units, determine the quantity of good X produced and consumed. Calculate the consumer and producer surplus and protection cost due to import quota.
(ii) From the free trade price, assume that the importing country is small and consider an import tariff of Rs. 10 per unit on good X. Calculate the impact on consumer surplus, producer surplus and government revenue. Does this policy increase national welfare ?
Ans:
Country 1
Supply : P = Q1 + 70 & Demand: P = 170 – Q1
Country 2
Supply : P = 10 + Q2 & Demand: P = 110 – Q2
Equilibrium without trade
Demand = supply
Hence,
P1 = 120 & P2 = 60
Good is cheaper in country 2. So country 2 will export to country 1.
Equilibrium in Free Trade
QD1 – QS1 = QS2-QD2 = Imported Quantity = Exported Quantity
240-2P = 2P – 120
P = 90 & QD1-QS1 = 60
QS1 = 20, QD1 = 80
QS2 = 80, QD2 = 20
(I) Import Quota
Hence QS1 + 50 = QD1
P-70 + 50 = 170 – P
P = 95
QS1 = 25
QD1 = 75
We have assumed that there is no quota rent so in the following region protection cost is total deadweight loss.
Producer Surplus
Producer surplus is non shaded area (Gain) = 205 (Area of rectangle) + 55/2 (Area of triangle) = 112.5
Consumer Surplus
Consumer Surplus (loss) is shaded area + non shaded area = -(575 (Area rectangle) + 55/2 (Area of traingle) = – 387.5
Protection Cost/DeadweightLoss
Consumer Surplus (Loss) + Producer Surplus (Gain) = -387.5 + 112.5 = -275
(I) Import Tariff
Producer Surplus (Gain) = A = 1020 (Rectangle) + (1010)/2 (Triangle) = 250
Government Revenue (Gain) = C = 40*10 = 400
Consumer Surplus (Loss) = A + B + C + D = -(250 + 400 + (1010)/2 + (1010)/2) = -750
Dead weight loss = Consumer Surplus (Loss) – Government Revenue (Gain) – Producer Surplus (Gain) = B + D = -100
With an import tariff, the deadweight loss is lower than with an import quota. Consequently, the import tariff improves national welfare more than the import quota. However, both policies result in a reduction of national welfare compared to free trade.
Q6(b): “A continuous process of innovation and invention would give rise to trade even between countries with similar factor endowments and tastes.” Examine the statement.
Ans: Posner argues that technological change is an ongoing process. He suggests that even if countries have similar factor proportions and preferences, the continuous advancements in inventions and innovations can still lead to trade. This concept can be illustrated using the product life cycle model.
Product Life Cycle Model
Stages of product life cycle model
New technologies and compression of life cycle
The new technologies of the Fourth Industrial Revolution are merging the physical, digital, and biological aspects of global production systems. This revolution has brought about agile development, which significantly shortens development times. Additionally, the speed of consumption and delivery has greatly increased.
Thus due to reduction in production and delivery of new product in new technologies has led to compression of life cycle.
Q6(c): Examine the significance of external economies and product variety in the context of international trade theory.
Ans: External economies and product variety are crucial concepts in international trade theory, particularly within the frameworks of New Trade Theory (NTT) and New Economic Geography (NEG). Let's explore their importance within these theories:
New Trade Theory (NTT):
New Economic Geography (NEG):
This highlight the importance of agglomeration effects, innovation, and consumer preferences in shaping global trade dynamics and the spatial distribution of economic activity.
Q7(a): Human capital and components of research and development are determining factors of economic growth. Explain using appropriate endogenous growth model.
Ans: Human capital refers to the skills, education, abilities, and attributes of the workforce that impact their productivity. The integration of R&D and human capital can be demonstrated using the following growth equation.
Y = AK
Where A is a positive constant representing the level of technology.
Here, K is broadly defined to include both physical and human capital, assuming away diminishing returns to capital in the AK production function.
Output per capita is y = Y/L = A*(K/L) = Ak
where k is per capita capital K/L
Now Δk = I = Saving (S) – Depreciation (D)
We know that S = sY & D = dK
∆K = I = sY – dK
We can rewrite this as
sY = K(∆K/K) + dK
At steady state, ∆K/K = ∆Y/Y = n
Thus sY = (n+d)K
but Y/K = A
Hence sA = (n + d)
In the AK model, an increase in capital leads to a proportional rise in income.
If sA > n + d, capital continues to grow indefinitely. Consequently, technological progress, driven by investments in human capital and R&D, counteracts the diminishing returns to physical capital.
Empirical evidence also supports this theory. ASEAN, South Korea, and Japan’s experiences suggest that investment in R&D and human capital ensures sustainable development in the long run.
Q7(b): Explain the concept of steady-state in the context of Solow model.
Ans: In the Solow model, the steady-state is a condition of balanced growth where essential economic variables, including output per capita (income), capital per capita, and consumption per capita, increase at constant rates over time. At this point, the economy achieves a stable equilibrium where the growth rate of output matches the growth rates of the labor force and technological progress.
Solow Growth Model & Steady State
The production takes place according to the linear homogeneous production function of the first degree of the form
Y = A*F (K, L)
Where Y = Output, K = Capital Stock, L = Supply of labor force, and A = Technology
In per capita terms, it can be expressed as
y = A*F(k)
where y is per capita income and k is per capita capital
Δk = I = S – D
where I is investment, S is saving, and D is depreciation
Now S = sY where s is MPS
D = dk
Δk*k/k = sy – dk
Now in steady state Δk/k = Δy/y = ΔL/L = n
thus
sy = (n+d)k
Thus, steady state requires investment growth (n+d)k
If planned saving (sy) > required saving (n+d)k then it will increase capital per worker hence economy will grow at higher rate than steady rate. This higher growth rate will taper off as diminishing returns operate thus steady state will reach.
With a constant saving rate, the growth rate will not rise in the long run. Therefore, technological growth becomes crucial for boosting per capita income. As technology advances, it increases A, which shifts the production function upward and leads to higher per capita income.
Q7(c): What is the golden rule of capital accumulation ? Explain it using a growth model.
Ans: The Solow model indicates that an increase in the saving rate raises capital per capita, which in turn leads to higher per capita income. However, a higher saving rate is not always beneficial, as the goal is to enhance consumption and improve living standards for people.
Golden Rule of Capital Accumulation
The per capita capital that maximizes consumption is called as golden rule level of capital. For it, we have to find out steady state saving which maximizes consumption per worker.
y = c + i
Consumption is maximized when dc/dk = 0
thus
dy/dk = di/dk
in equilibrium i = (n+d)k
Hence dy = n+d
In order to reach the Golden Rule steady state, the economy needs to have an ideal saving rate, which should not be too high or too low. Any change in the saving rate will alter the saving curve, leading the economy to transition to a new steady state with lower consumption levels compared to the original steady state.
Q8(a): How important is rent from extraction of renewable and non-renewable resources to distinguish between Net Domestic Product (NDP) and Environmentally adjusted Domestic Product (EDP). Will the distinction be valid if we have an economy with only renewable resources and the economy reaches the point of maximum sustainable yield ?
Ans: Resource extraction rent is an important factor in distinguishing between Net Domestic Product (NDP) and Environmentally Adjusted Domestic Product (EDP). NDP represents the net output after accounting for capital depreciation and includes income from resource extraction. On the other hand, EDP adjusts for environmental costs, providing a more accurate reflection of the true economic value.
Impact on the Distinction:
Economy With Only Renewable Resources
In an economy that depends entirely on renewable resources and operates at the maximum sustainable yield (MSY), the difference between Net Domestic Product (NDP) and Environmental Domestic Product (EDP) becomes less significant but remains relevant. Although renewable resources can regenerate over time, their extraction and use still incur environmental costs such as habitat destruction, biodiversity loss, and ecosystem disruption. These costs need to be considered in EDP calculations.
Furthermore, reaching the point of MSY indicates that the economy is extracting renewable resources at a rate that allows them to be replenished over time without compromising the ecosystem’s ability to support future generations. However, this doesn’t eliminate the need to account for the environmental impacts of resource extraction, as there may still be trade-offs and externalities associated with resource use.
Q8(b): “Balanced and unbalanced growth strategies are not substitute but complementary to each other” Discuss.
Ans: According to balanced growth strategy there should be simultaneous development of different sectors of the economy so that all sectors grow in unison. According to it rise of demand for one good raises demand for other goods.
On other hand unbalanced growth suggest deliberate unbalancing of the economy. Rather than investing in all sector there should be investment in selected sectors.
Both the theories are complementary in nature in the sense that unbalanced growth is mean to achieve balanced growth.
The first development sequence is EF1FG1, while the second sequence is EE1F2G. The first sequence represents development through addressing shortages, whereas the second sequence involves development through utilizing excess capacity. However, the end path OX represents a balanced growth path.
Thus balanced and unbalanced growth strategies are not substitutes but complementary to each other.
Q8(c): “Income inequality is not a cause of concern as long as per capita income is rising.” Critically examine this statement.
Ans:
Relation between Income inequality and growth of per capita income is one of the most debated and research topic in India.
Arguments in the favor of above statement
Arguments against the of above statement
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