CUET UG Economics Booster Test 2 - Indifference Curves and Preferences
π Answers are locked once submitted β results and explanations appear at the end.
QUESTION 1 OF 20
Arrange the logical steps explaining why the indifference curve slopes downward from left to right:
1. Total utility level must remain the same on the curve.
2. The consumer must forego some mangoes.
3. The consumer gets one more banana.
QUESTION 2 OF 20
Assertion (A): If a consumer does not forego some mangoes with an increase in the number of bananas, she will move to a higher indifference curve.
Reason (R): Having more bananas with the same number of mangoes represents a preferred bundle giving higher utility.
QUESTION 3 OF 20
Match the change in Marginal Rate of Substitution (MRS) with the movement along the convex indifference curve representing bananas and mangoes.
| List I | List II |
|---|---|
| 1. Moving from point A to B | a. Consumer sacrifices 3 mangoes for 1 banana |
| 2. Moving from point B to C | b. Consumer sacrifices 2 mangoes for 1 banana |
| 3. Moving from point C to D | c. Consumer sacrifices 1 mango for 1 banana |
| 4. Moving from point D to E | d. Consumer sacrifices smaller amount than before |
QUESTION 4 OF 20
Which of the following statements analytically apply to the most common shape of an indifference curve?
I. It is convex to the origin.
II. It is caused by the Law of Diminishing Marginal Rate of Substitution.
III. It applies strictly to goods that are perfect substitutes.
QUESTION 5 OF 20
For goods that are perfect substitutes, such as five-rupee coins and five-rupee notes, irrespective of how many notes she has, the consumer will sacrifice exactly ____________ coin(s) for an additional note.
QUESTION 6 OF 20
Assertion (A): The indifference curve depicting two commodities which are perfect substitutes is a straight line.
Reason (R): For perfect substitutes, the marginal rate of substitution does not diminish; it remains the same.
QUESTION 7 OF 20
Match the structural components of an Indifference Map:
| List I | List II |
|---|---|
| 1. Points on the same curve | a. Bundles considered indifferent by the consumer |
| 2. Different curves in the family | b. Bundles giving different levels of utility |
| 3. Higher indifference curve | c. Represents higher satisfaction |
| 4. Lower indifference curve | d. Represents lower satisfaction |
QUESTION 8 OF 20
Arrange the steps to graphically represent monotonic preferences on an indifference map:
1. Plot available bundles as points in a two-dimensional diagram.
2. Identify that bundles on the curve above are preferred to bundles on the curve below.
3. Draw a family of indifference curves representing different utility levels.
QUESTION 9 OF 20
Assertion (A): Combination C (3 bananas, 10 mangoes) lies on a higher indifference curve than Combination B (2 bananas, 10 mangoes).
Reason (R): A higher indifference curve provides a lower level of satisfaction to the consumer.
QUESTION 10 OF 20
Why does an individual always prefer more of a commodity, pushing them to a higher indifference curve?
I. Because the marginal utility of the commodity remains positive.
II. Because more of the commodity will increase the level of satisfaction.
III. Because prices of goods always decrease on higher curves.
QUESTION 11 OF 20
Arrange the logical sequence used to prove that two indifference curves (ICβ and ICβ) cannot intersect:
1. Points A and C are on ICβ, meaning utility of A = utility of C.
2. This implies utility of B = utility of C, which is absurd because B has more goods than C.
3. Assume ICβ and ICβ intersect at point A, with point B on ICβ and point C on ICβ.
4. Points A and B are on ICβ, meaning utility of A = utility of B.
QUESTION 12 OF 20
If indifference curves intersect, it implies that utility from point B and point C is the same. This is absurd because at point B, the consumer gets a greater number of mangoes with the same quantity of bananas, making the consumer strictly ____________ at point B than at point C.
QUESTION 13 OF 20
If Combination A is (1 banana, 10 mangoes) and Combination B is (2 bananas, 10 mangoes), what dictates that B provides a higher level of satisfaction?
QUESTION 14 OF 20
If a hypothetical Combination D provides the exact same level of total utility as Combination A, which analytical conditions hold true?
I. Combination D and A lie on the same indifference curve.
II. The consumer is strictly indifferent between Combination D and A.
III. Combination D must have more of both goods than A.
QUESTION 15 OF 20
Match the bundle comparisons strictly under the rules of monotonic preferences.
| List I | List II |
|---|---|
| 1. Bundle (10, 10) vs Bundle (10, 9) | a. Preferred because it has more of both goods |
| 2. Bundle (10, 10) vs Bundle (9, 9) | b. Preferred because it has more of one good and no less of the other |
| 3. Bundle (8, 10) vs Bundle (8, 9) | c. Preferred because it has more of one good and no less of the other |
| 4. Bundle (12, 12) vs Bundle (10, 10) | d. Preferred because it has more of both goods |
QUESTION 16 OF 20
Based on the passage, if bundle A has 4 bananas and 5 mangoes, and bundle B has 4 bananas and 6 mangoes, which bundle will the consumer prefer under monotonic preferences?
QUESTION 17 OF 20
Arrange the sequential order of forming a mathematical consumption bundle based on the text:
1. State that variables can be positive or zero.
2. Use variables xβ and xβ to denote the quantities of bananas and mangoes.
3. Form a specific combination like (5, 10) representing a bundle.
QUESTION 18 OF 20
Which of the following mathematical statements are true about the variables xβ and xβ representing quantities in a consumption bundle?
I. They can be positive numbers.
II. They can be zero.
III. They can be negative numbers.
QUESTION 19 OF 20
QUESTION 20 OF 20
Test Complete!
Answer Review
1 Arrange the logical steps explaining why the indifference curve slopes downward from left to right:
1. Total utility level must remain the same on the curve.
2. The consumer must forego some mangoes.
3. The consumer gets one more banana.
The consumer gets more bananas. To remain on the same curve, mangoes must be reduced. This keeps total utility unchanged.
An indifference curve shows combinations that give the same level of satisfaction. When the consumer gets one more banana, she must give up some mangoes so that the total utility remains constant. This trade-off explains why the indifference curve slopes downward from left to right.
- Option B: Starts with the result before the change in goods.
- Option C: Utility can remain the same only after sacrificing mangoes.
- Option D: Mangoes are not sacrificed before gaining more bananas.
Used
- Sequence
More Banana β Less Mango β Same Utility
2 Assertion (A): If a consumer does not forego some mangoes with an increase in the number of bananas, she will move to a higher indifference curve.
Reason (R): Having more bananas with the same number of mangoes represents a preferred bundle giving higher utility.
More bananas with same mangoes gives higher utility. A higher utility bundle lies on a higher indifference curve. The reason correctly explains the assertion.
An indifference curve represents equal utility. If the consumer gets more bananas without giving up mangoes, she has more of one good and no less of the other. Under monotonic preferences, this gives higher satisfaction and moves the consumer to a higher indifference curve. Therefore, both the assertion and reason are true, and the reason correctly explains the assertion.
- Option B: The reason directly explains the assertion.
- Option C: The reason is true.
- Option D: The assertion is also true.
Used
- AssertionβReason
More + No Less = Higher IC
3 Match the change in Marginal Rate of Substitution (MRS) with the movement along the convex indifference curve representing bananas and mangoes.
| List I | List II |
|---|---|
| 1. Moving from point A to B | a. Consumer sacrifices 3 mangoes for 1 banana |
| 2. Moving from point B to C | b. Consumer sacrifices 2 mangoes for 1 banana |
| 3. Moving from point C to D | c. Consumer sacrifices 1 mango for 1 banana |
| 4. Moving from point D to E | d. Consumer sacrifices smaller amount than before |
MRS diminishes along a convex indifference curve. The consumer sacrifices fewer mangoes for each extra banana. This creates convexity to the origin.
As the consumer moves down along a convex indifference curve, she gets more bananas and fewer mangoes. Due to diminishing marginal rate of substitution, she is willing to sacrifice smaller and smaller amounts of mangoes for each additional banana. Hence, the sacrifice falls from 3 mangoes to 2 mangoes to 1 mango and then even smaller amounts.
- Option B: Starts with the lowest sacrifice instead of the highest.
- Option C: Does not follow diminishing MRS.
- Option D: Incorrectly matches movement B to C and C to D.
Used
- Match the Following
Move Down IC β MRS Falls
4 Which of the following statements analytically apply to the most common shape of an indifference curve?
I. It is convex to the origin.
II. It is caused by the Law of Diminishing Marginal Rate of Substitution.
III. It applies strictly to goods that are perfect substitutes.
Ordinary indifference curves are convex. Convexity is due to diminishing MRS. Perfect substitutes have straight-line indifference curves.
The most common shape of an indifference curve is convex to the origin. This shape occurs because of the Law of Diminishing Marginal Rate of Substitution, where the consumer sacrifices less and less of one good for each additional unit of another good. Perfect substitutes are an exception because their indifference curves are straight lines.
- Option B: Statement III is incorrect.
- Option C: Statement III is incorrect.
- Option D: Perfect substitutes do not have ordinary convex indifference curves.
Used
- Multi-correct
Ordinary Goods β Convex IC | Perfect Substitutes β Straight IC
5 For goods that are perfect substitutes, such as five-rupee coins and five-rupee notes, irrespective of how many notes she has, the consumer will sacrifice exactly ____________ coin(s) for an additional note.
Perfect substitutes have constant MRS. Five-rupee coin and note have the same value. The sacrifice ratio remains 1:1.
Five-rupee coins and five-rupee notes are perfect substitutes because they provide the same satisfaction and value to the consumer. Therefore, the consumer is always willing to exchange one five-rupee coin for one five-rupee note, regardless of how many notes she already has.
- Option A: Decreasing sacrifice applies to ordinary goods with diminishing MRS.
- Option B: The exchange ratio is not 2:1.
- Option D: The consumer must sacrifice one coin to get one note.
Used
- Statement Completion
Perfect Substitute = Fixed 1:1 Exchange
6 Assertion (A): The indifference curve depicting two commodities which are perfect substitutes is a straight line.
Reason (R): For perfect substitutes, the marginal rate of substitution does not diminish; it remains the same.
Perfect substitutes have constant MRS. Constant MRS creates a straight-line indifference curve. The reason correctly explains the assertion.
For perfect substitutes, the consumer is willing to substitute one good for another at a constant rate. Since the Marginal Rate of Substitution remains the same and does not diminish, the indifference curve becomes a straight line.
- Option B: The reason correctly explains the assertion.
- Option C: The reason is true.
- Option D: The assertion is also true.
Used
- AssertionβReason
Perfect Substitutes β Constant MRS β Straight Line
7 Match the structural components of an Indifference Map:
| List I | List II |
|---|---|
| 1. Points on the same curve | a. Bundles considered indifferent by the consumer |
| 2. Different curves in the family | b. Bundles giving different levels of utility |
| 3. Higher indifference curve | c. Represents higher satisfaction |
| 4. Lower indifference curve | d. Represents lower satisfaction |
Same curve means equal utility. Different curves show different utility levels. Higher curves give higher satisfaction.
An indifference map contains a family of indifference curves. Points on the same indifference curve give equal satisfaction, so the consumer is indifferent among them. Different curves represent different levels of utility, with higher curves showing higher satisfaction and lower curves showing lower satisfaction.
- Option B: Reverses same-curve and different-curve meanings.
- Option C: Incorrectly matches different curves with higher satisfaction only.
- Option D: Mismatches all structural components.
Used
- Match the Following
Same Curve = Same Utility | Higher Curve = Higher Utility
8 Arrange the steps to graphically represent monotonic preferences on an indifference map:
1. Plot available bundles as points in a two-dimensional diagram.
2. Identify that bundles on the curve above are preferred to bundles on the curve below.
3. Draw a family of indifference curves representing different utility levels.
First plot consumption bundles. Then draw indifference curves. Higher curves show preferred bundles.
To represent preferences graphically, available bundles are first plotted as points in a two-dimensional diagram. Then a family of indifference curves is drawn to show different utility levels. Finally, due to monotonic preferences, higher indifference curves are interpreted as preferred over lower ones.
- Option B: Preference ranking cannot be identified before plotting bundles.
- Option C: Curves cannot be meaningfully drawn before plotting bundles.
- Option D: Higher-curve preference is interpreted after the family of curves is drawn.
Used
- Sequence
Plot β Draw Curves β Rank Curves
9 Assertion (A): Combination C (3 bananas, 10 mangoes) lies on a higher indifference curve than Combination B (2 bananas, 10 mangoes).
Reason (R): A higher indifference curve provides a lower level of satisfaction to the consumer.
C has more bananas than B. Mangoes remain the same. Higher indifference curves represent higher, not lower, satisfaction.
Combination C contains 3 bananas and 10 mangoes, while Combination B contains 2 bananas and 10 mangoes. Since C has more bananas and no fewer mangoes, it gives higher satisfaction and lies on a higher indifference curve. However, the Reason is false because a higher indifference curve represents a higher level of satisfaction, not a lower one.
- Option A: The Reason is false.
- Option B: The Assertion is true.
- Option D: The Assertion is true and the Reason is false.
Used
- AssertionβReason
Higher IC = Higher Satisfaction
10 Why does an individual always prefer more of a commodity, pushing them to a higher indifference curve?
I. Because the marginal utility of the commodity remains positive.
II. Because more of the commodity will increase the level of satisfaction.
III. Because prices of goods always decrease on higher curves.
Positive marginal utility makes more goods desirable. More consumption increases satisfaction. Prices are not represented by indifference curves.
A consumer prefers more of a commodity as long as its marginal utility is positive. More of the commodity increases satisfaction and moves the consumer to a higher indifference curve. Prices are shown through the budget line, not through indifference curves.
- Option B: Statement III is incorrect.
- Option C: Statement III is incorrect.
- Option D: Prices do not always decrease on higher curves.
Used
- Multi-correct
Positive MU β More Preferred β Higher IC
11 Arrange the logical sequence used to prove that two indifference curves (ICβ and ICβ) cannot intersect:
1. Points A and C are on ICβ, meaning utility of A = utility of C.
2. This implies utility of B = utility of C, which is absurd because B has more goods than C.
3. Assume ICβ and ICβ intersect at point A, with point B on ICβ and point C on ICβ.
4. Points A and B are on ICβ, meaning utility of A = utility of B.
Assume the curves intersect. Equal utilities are derived from both curves. This creates a contradiction.
To prove that indifference curves cannot intersect, first assume that ICβ and ICβ intersect at point A. Since A and B lie on ICβ, they provide equal utility. Similarly, A and C lie on ICβ, so they also provide equal utility. This implies that B and C provide equal utility, which is impossible because B contains more of one good while having the same amount of the other. Therefore, indifference curves can never intersect.
- Option B: Begins with equalities before making the assumption.
- Option C: Uses the equalities in the wrong logical order.
- Option D: Starts with a conclusion before the assumption.
Used
- Sequence
Assume β Equal β Equal β Contradiction
12 If indifference curves intersect, it implies that utility from point B and point C is the same. This is absurd because at point B, the consumer gets a greater number of mangoes with the same quantity of bananas, making the consumer strictly ____________ at point B than at point C.
B has more mangoes. Bananas remain the same. More goods give higher satisfaction.
Point B contains more mangoes while the number of bananas remains unchanged. According to monotonic preferences, a bundle with more of one good and no less of the other is always preferred. Hence, the consumer is better off at point B than at point C, proving that intersecting indifference curves lead to an absurd result.
- Option A: More goods cannot make the consumer worse off.
- Option C: The consumer cannot be indifferent because B is a superior bundle.
- Option D: The consumer clearly prefers B over C.
Used
- Statement Completion
Same Bananas + More Mangoes = Better Bundle
13 If Combination A is (1 banana, 10 mangoes) and Combination B is (2 bananas, 10 mangoes), what dictates that B provides a higher level of satisfaction?
Mangoes remain unchanged. Bananas increase. More of a good gives higher satisfaction.
Since both bundles contain the same quantity of mangoes, the only difference is that Bundle B has one additional banana. Under monotonic preferences, consumers always prefer more of at least one good without having less of the other. Therefore, Bundle B provides a higher level of satisfaction.
- Option A: Price is not considered in this comparison.
- Option C: The bundles are not examples of perfect substitutes.
- Option D: Satisfaction is determined by preferences, not intrinsic utility numbers.
Used
- Concept MCQ
Same Mangoes β More Bananas = Higher Satisfaction
14 If a hypothetical Combination D provides the exact same level of total utility as Combination A, which analytical conditions hold true?
I. Combination D and A lie on the same indifference curve.
II. The consumer is strictly indifferent between Combination D and A.
III. Combination D must have more of both goods than A.
Equal utility means the same indifference curve. The consumer is indifferent between the bundles. Equal utility does not require more of both goods.
Bundles that provide the same level of utility lie on the same indifference curve. Since the consumer receives equal satisfaction from both bundles, she is indifferent between them. However, Combination D does not have to contain more of both goods because equal satisfaction can result from different combinations of the two goods.
- Option B: Statement III is incorrect.
- Option C: Statement III is incorrect.
- Option D: Equal utility does not imply more of both goods.
Used
- Multi-correct
Same Utility β Same Curve β Indifferent
15 Match the bundle comparisons strictly under the rules of monotonic preferences.
| List I | List II |
|---|---|
| 1. Bundle (10, 10) vs Bundle (10, 9) | a. Preferred because it has more of both goods |
| 2. Bundle (10, 10) vs Bundle (9, 9) | b. Preferred because it has more of one good and no less of the other |
| 3. Bundle (8, 10) vs Bundle (8, 9) | c. Preferred because it has more of one good and no less of the other |
| 4. Bundle (12, 12) vs Bundle (10, 10) | d. Preferred because it has more of both goods |
More of one good with none less is preferred. More of both goods is always preferred. This follows monotonic preferences.
Under monotonic preferences, consumers always prefer a bundle that has more of at least one good and no less of the other. Thus, (10,10) is preferred over (10,9) and (9,9), while (8,10) is preferred over (8,9). A bundle like (12,12), having more of both goods than (10,10), provides a higher level of satisfaction.
- Option A: Incorrectly classifies Bundle (10,10) vs (9,9).
- Option C: Incorrectly matches the third and fourth comparisons.
- Option D: Incorrectly matches multiple bundle comparisons.
Used
- Match the Following
More + No Less = Better | More of Both = Best
16 Based on the passage, if bundle A has 4 bananas and 5 mangoes, and bundle B has 4 bananas and 6 mangoes, which bundle will the consumer prefer under monotonic preferences?
Both bundles have the same bananas. Bundle B has more mangoes. More of one good with no less of the other is preferred.
Under monotonic preferences, a consumer always prefers a bundle that has more of at least one good and no less of the other. Since both bundles contain 4 bananas but Bundle B has 6 mangoes compared to 5 in Bundle A, Bundle B provides a higher level of satisfaction and is therefore preferred.
- Option A: Bundle A has fewer mangoes.
- Option C: The bundles do not provide equal quantities of goods.
- Option D: The preference can be determined using monotonic preferences.
Used
- Passage-Based MCQ
Same Bananas + More Mangoes = Better Bundle
17 Arrange the sequential order of forming a mathematical consumption bundle based on the text:
1. State that variables can be positive or zero.
2. Use variables xβ and xβ to denote the quantities of bananas and mangoes.
3. Form a specific combination like (5, 10) representing a bundle.
Assign variables first. Specify their possible values. Form the consumption bundle.
The mathematical representation begins by assigning xβ and xβ to represent the quantities of bananas and mangoes. These variables can take positive values or zero. Finally, a specific ordered pair such as (5, 10) is formed to represent a consumption bundle.
- Option B: Variable values cannot be discussed before defining the variables.
- Option C: A bundle cannot be formed before assigning variables.
- Option D: Variables must be assigned before creating the bundle.
Used
- Sequence
Variables β Values β Bundle
18 Which of the following mathematical statements are true about the variables xβ and xβ representing quantities in a consumption bundle?
I. They can be positive numbers.
II. They can be zero.
III. They can be negative numbers.
Commodity quantities can be positive. They may also be zero. Negative quantities are not possible.
The variables xβ and xβ denote the quantities of goods in a consumption bundle. Quantities can be positive or zero, but they cannot be negative because a consumer cannot possess a negative amount of a commodity. Therefore, only Statements I and II are correct.
- Option A: Ignores that quantities can also be zero.
- Option C: Negative quantities are not valid.
- Option D: Quantities of goods cannot be negative.
Used
- Multi-correct
Quantity β₯ 0 (Positive or Zero Only)
19
Preferences are clearly defined. The consumer follows those preferences. She chooses the most satisfying bundle.
The passage explains that a rational consumer has well-defined preferences over all available bundles and consistently acts according to those preferences. She selects the bundle that provides the maximum satisfaction, reflecting rational decision-making.
- Option B: Rationality is not defined as preferring fewer goods.
- Option C: Rational consumers do not make random choices.
- Option D: Rational consumers are not indifferent to all bundles.
Used
- Passage-Based MCQ
Know Your Preference β Follow It
20
Rational consumers maximize satisfaction. They compare available bundles. They choose the best available bundle.
The passage clearly states that a rational consumer always chooses the bundle that provides the maximum satisfaction from the available alternatives. This objective forms the basis of consumer choice theory in economics.
- Option A: MRS is not the objective of the consumer.
- Option C: Maximum unspent income is not the decision criterion.
- Option D: Inferior goods do not define rational choice.
Used
- Passage-Based MCQ
Rational Consumer = Maximum Satisfaction
