UGC NET Economics Unit 1-Welfare Economics: Fundamental Theorems and Social Welfare Function

Part A – Basics of Welfare Economics (Q1–Q6)


1. The main objective of Welfare Economics is to:

(A) Study price determination
(B) Analyze economic growth
(C) Evaluate economic efficiency and social welfare ✅
(D) Maximize private profit

Explanation:
Welfare Economics studies how resource allocation affects collective welfare — combining efficiency and equity concerns.


2. Welfare Economics is concerned with:

(A) Positive analysis
(B) Normative analysis ✅
(C) Statistical analysis
(D) Descriptive economics

Explanation:
It makes value judgments about what is “good” or “bad” for society — thus, it is a normative branch of economics.


3. The two key aspects of Welfare Economics are:

(A) Growth and investment
(B) Efficiency and equity ✅
(C) Production and employment
(D) Savings and investment

Explanation:
Welfare economics deals with efficient use of resources (efficiency) and fair distribution (equity).


4. Which of the following is NOT a condition for Pareto Optimality?

(A) Efficiency in exchange
(B) Efficiency in production
(C) Efficiency in product mix
(D) Equal income distribution ✅

Explanation:
Pareto efficiency concerns resource use, not equality — even unequal allocations can be Pareto optimal.


5. In welfare economics, value judgments are:

(A) Avoided completely
(B) Necessary for social welfare comparisons ✅
(C) Not allowed in any case
(D) Based only on money

Explanation:
Value judgments are essential to define what society ought to prefer, especially in constructing a Social Welfare Function.


6. The welfare criterion that avoids interpersonal utility comparison is:

(A) Kaldor–Hicks
(B) Pareto criterion ✅
(C) Social welfare function
(D) Pigovian criterion

Explanation:
Pareto avoids comparing one person’s satisfaction with another — it only considers improvement without harm.

Part B – The Fundamental Theorems of Welfare Economics (Q7–Q17)


7. The First Fundamental Theorem of Welfare Economics states that:

(A) All efficient allocations are market equilibria
(B) Every competitive equilibrium is Pareto efficient ✅
(C) Monopoly ensures efficiency
(D) Redistribution increases welfare

Explanation:
Under perfect competition, equilibrium automatically leads to Pareto efficiency — that’s the first theorem.


8. The Second Fundamental Theorem states that:

(A) All Pareto efficient points are competitive equilibria after redistribution ✅
(B) Efficiency cannot coexist with equity
(C) Market equilibrium is always fair
(D) Government must fix prices

Explanation:
The second theorem shows that by redistributing initial endowments, any efficient point can be achieved through markets.


9. The First Welfare Theorem is based on the assumption of:

(A) Market imperfections
(B) Perfect competition ✅
(C) Monopoly power
(D) Price controls

Explanation:
It assumes perfectly competitive markets — with no externalities and perfect information.


10. The Second Welfare Theorem provides a theoretical justification for:

(A) Laissez-faire capitalism
(B) Redistributive policies ✅
(C) Fiscal deficit
(D) Monopoly regulation

Explanation:
It supports government redistribution to achieve desired equity, followed by free market functioning for efficiency.


11. According to the First Welfare Theorem:

(A) Markets always maximize social welfare
(B) Competitive equilibrium ensures Pareto efficiency ✅
(C) Monopoly markets are optimal
(D) Equity is automatically achieved

Explanation:
Competitive markets allocate resources efficiently, though they may not ensure fairness.


12. Pareto efficiency and market equilibrium coincide when:

(A) Market is imperfect
(B) Externalities exist
(C) Perfect competition prevails ✅
(D) Income is unequally distributed

Explanation:
Only under perfect competition does market equilibrium ensure Pareto optimality.


13. Which of the following is an assumption of both Welfare Theorems?

(A) Non-convex preferences
(B) Perfect competition ✅
(C) Increasing returns to scale
(D) Price rigidity

Explanation:
Both rely on perfect competition and convex preferences for efficiency.


14. The First Theorem of Welfare Economics links:

(A) Monopoly and fairness
(B) Competitive equilibrium and efficiency ✅
(C) Income distribution and taxation
(D) Growth and equity

Explanation:
It establishes that competitive market equilibrium results in a Pareto efficient allocation of resources.


15. The Second Theorem links:

(A) Redistribution and market equilibrium ✅
(B) Taxes and inefficiency
(C) Monopoly and price control
(D) Production and inflation

Explanation:
It demonstrates that redistribution of endowments can achieve any desired Pareto efficient point through markets.


16. The difference between the two theorems is that:

(A) The first is normative, the second positive
(B) The first is positive, the second normative ✅
(C) Both are purely descriptive
(D) Both are moral rules

Explanation:
The first describes (positive) how markets work; the second prescribes (normative) how redistribution can achieve fairness.


17. A limitation of the Second Welfare Theorem is that:

(A) It assumes lump-sum transfers are possible ✅
(B) It ignores competition
(C) It requires monopolies
(D) It forbids redistribution

Explanation:
The theorem assumes costless, distortion-free lump-sum transfers, which are unrealistic in practice.

Part C – The Social Welfare Function (SWF) (Q18–Q30)


18. The Social Welfare Function (SWF) was introduced by:

(A) Pareto
(B) Pigou
(C) Bergson ✅
(D) Hicks

Explanation:
Abram Bergson (1938) formulated the concept; Samuelson later refined it for modern welfare analysis.


19. The SWF expresses:

(A) Economic growth
(B) Aggregate income
(C) Society’s welfare as a function of individual utilities ✅
(D) Marginal productivity

Explanation:
It relates social welfare (W) to the utilities (U₁, U₂, …, Uₙ) of all individuals.

W=f(U1,U2,U3,,Un)


20. The SWF allows:

(A) No interpersonal utility comparison
(B) Explicit interpersonal utility comparisons ✅
(C) Only ordinal ranking
(D) Only money measurement

Explanation:
Unlike Pareto, SWF explicitly uses ethical or value judgments to compare utilities between individuals.


21. The SWF helps determine:

(A) The most efficient but unequal allocation
(B) The most preferred Pareto-efficient allocation ✅
(C) The richest individual’s welfare
(D) The producer’s surplus

Explanation:
Among many Pareto-efficient points, SWF selects the one that maximizes social welfare based on social values.


22. The Benthamite (Utilitarian) SWF maximizes:

(A) The welfare of the poorest
(B) The sum of individual utilities ✅
(C) The product of utilities
(D) The minimum utility

Explanation:
The utilitarian approach adds up all individuals’ utilities:

W=U1+U2++Un


23. The Rawlsian (Max–Min) SWF focuses on:

(A) The richest group
(B) Average welfare
(C) Welfare of the worst-off individual ✅
(D) Total income

Explanation:
John Rawls emphasized justice and fairness — maximizing the welfare of the least advantaged person.


24. The Bernoulli–Nash (Multiplicative) SWF:

(A) Takes sum of utilities
(B) Takes product of utilities ✅
(C) Takes average utility
(D) Uses cardinal measures

Explanation:
It represents social welfare as a product:

W=U1×U2××Un

ensuring balance between equality and efficiency.


25. In the SWF diagram, the point of tangency between the Utility Possibility Frontier (UPF) and a Social Indifference Curve (SIC) shows:

(A) Economic growth
(B) Maximum social welfare ✅
(C) Minimum social welfare
(D) Perfect equality

Explanation:
The highest attainable social indifference curve tangent to the UPF identifies the welfare-maximizing allocation.


26. The SWF includes:

(A) Only individual utilities
(B) Both individual utilities and social value judgments ✅
(C) Only economic output
(D) None of the above

Explanation:
It combines measurable individual welfare and ethical judgments about their relative importance.


27. According to Arrow’s Impossibility Theorem:

(A) A perfect social choice function cannot exist ✅
(B) The SWF is always unique
(C) Pareto efficiency ensures fairness
(D) Redistribution reduces welfare

Explanation:
Kenneth Arrow proved that no voting system can aggregate individual preferences into a consistent social ranking satisfying all fairness conditions.


28. Which of the following violates Arrow’s fairness conditions?

(A) Dictatorship ✅
(B) Non-comparability
(C) Ordinality
(D) Efficiency

Explanation:
Dictatorship violates the principle of collective decision-making, as one person’s preferences dominate all others.


29. A limitation of the SWF is that:

(A) It ignores equality
(B) It requires interpersonal utility comparisons ✅
(C) It cannot handle multiple goods
(D) It is purely positive

Explanation:
The SWF depends on subjective judgments comparing utilities between individuals, which is ethically debatable.


30. The relationship among the three welfare tools is best summarized as:

(A) Welfare Theorems define efficiency; SWF adds equity ✅
(B) SWF ensures market equilibrium
(C) Welfare Theorems replace SWF
(D) SWF and Theorems are independent

Explanation:
The First and Second Welfare Theorems define efficient outcomes, while the SWF introduces social value judgments to choose among them.

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