CUET UG Economics Booster Test 2 - Consumption and Saving
π Answers are locked once submitted β results and explanations appear at the end.
QUESTION 1 OF 20
Match the elements of the consumption function's graphical representation.
| List I | List II |
|---|---|
| 1. Y-axis intercept | a. Constant rate of change (MPC) |
| 2. Upward sloping line | b. Income (Y) |
| 3. X-axis variable | c. Autonomous consumption (CΜ) |
| 4. Y-axis variable | d. Total Consumption (C) |
QUESTION 2 OF 20
If a linear consumption function is
C=200+0.75Y,
what is the exact value of the slope of this function?
QUESTION 3 OF 20
The constant CΜ is plotted as the intercept on the vertical axis, physically demonstrating that it is the value of consumption when income is _______.
QUESTION 4 OF 20
Assertion (A): Autonomous consumption (CΜ) is zero when the aggregate income of an economy falls to zero.
Reason (R): Base consumption relies entirely on induced components.
QUESTION 5 OF 20
Which statement is correct regarding induced consumption?
Statements:
1. It is visually represented by the horizontal intercept of the consumption curve.
2. It implies that consumers always spend their entire extra income.
QUESTION 6 OF 20
Arrange the logical sequence of an economy experiencing a rise in income.
Statements:
1. National Income rises by Re 1.
2. Aggregate consumption expands.
3. Induced consumption increases by c.
4. The variable component cY adjusts upward.
QUESTION 7 OF 20
Graphically, how is the Marginal Propensity to Consume (MPC) physically represented on the consumption function chart?
QUESTION 8 OF 20
Match the numerical values of MPC with their behavioral meanings.
| List I | List II |
|---|---|
| 1. MPC = 0 | a. Entire change in income used on consumption |
| 2. MPC = 1 | b. Does not increase consumption at all |
| 3. 0 < MPC < 1 | c. Uses part of the change in income |
| 4. c | d. Denotes Marginal Propensity to Consume |
QUESTION 9 OF 20
QUESTION 10 OF 20
QUESTION 11 OF 20
Assertion (A): Savings in macroeconomic terms represents the sum of all consumed income in an economy.
Reason (R): Savings is definitively that part of income that is not consumed.
QUESTION 12 OF 20
If a household's income (Y) is Rs. 10,000 and their autonomous consumption is Rs. 1,000 with an MPC of 0.6, what is their total savings (S)? (S = Y β C )
QUESTION 13 OF 20
The Marginal Propensity to Save (MPS) is defined algebraically as the ______ divided by the change in income (ΞY).
QUESTION 14 OF 20
As S=Y-C, a unit change in income results in the identity ΞS/ΞY=1-c. Therefore, if MPC is 0.75, what is MPS?
QUESTION 15 OF 20
Which statement accurately differentiates APC from MPC?
Statements:
1. APC is the ratio of total consumption to total income (C/Y).
2. MPC is the ratio of total consumption to total income (C/Y).
QUESTION 16 OF 20
Arrange the algebraic steps to substitute the consumption function into the APS formula.
Statements:
1. Divide the expression by Y.
2. Result is APS = βCΜ/Y + (1 β c).
3. Express S = Y β (CΜ + cY).
4. Simplify to S = βCΜ + (1 β c)Y.
QUESTION 17 OF 20
If C=150+0.5Y, what is the required income (Y) for consumption to equal exactly Rs. 400?
QUESTION 18 OF 20
In the function C=50+0.9Y, the value 0.9 signifies that for every Rs. 100 increase in income, consumption will predictably increase by _______.
QUESTION 19 OF 20
Match the dynamic behaviors of average propensities as income increases.
| List I | List II |
|---|---|
| 1. APC + APS | a. Starts negative, moves positively |
| 2. Value of APC | b. Always exactly equal to 1 |
| 3. Value of APS | c. APC = 1, APS = 0 |
| 4. Break-even point (C = Y) | d. Falls continuously |
QUESTION 20 OF 20
If an economy has an income of Rs. 2000 and an Average Propensity to Consume (APC) of 0.85, what is the exact numerical value of the total savings?
Test Complete!
Answer Review
1 Match the elements of the consumption function's graphical representation.
| List I | List II |
|---|---|
| 1. Y-axis intercept | a. Constant rate of change (MPC) |
| 2. Upward sloping line | b. Income (Y) |
| 3. X-axis variable | c. Autonomous consumption (CΜ) |
| 4. Y-axis variable | d. Total Consumption (C) |
The Y-axis intercept represents autonomous consumption. The slope of the consumption function represents MPC. The X-axis measures income, while the Y-axis measures consumption.
In the graphical representation of the Keynesian consumption function: Y-axis intercept β Autonomous Consumption (CΜ) because it shows consumption when income is zero. Upward sloping line β Constant rate of change (MPC) because its slope equals the Marginal Propensity to Consume. X-axis variable β Income (Y) since income is measured horizontally. Y-axis variable β Total Consumption (C) because consumption is measured vertically. Thus, the correct matching is: 1 β c 2 β a 3 β b 4 β d Hence, Option C is correct.
- Option A) Incorrect because the intercept does not represent MPC and the axes are incorrectly matched.
- Option B) Incorrect because the Y-axis intercept represents autonomous consumption, not total consumption.
- Option D) Incorrect because income is plotted on the X-axis, not the Y-axis.
Used
- Graph Interpretation
Application:
- Identify each part of the consumption graph and relate it to its economic meaning.
Final Logic:
- Only Option C correctly matches all graphical elements.
"InterceptβAuto, SlopeβMPC, XβIncome, YβConsumption."
2 If a linear consumption function is
C=200+0.75Y,
what is the exact value of the slope of this function?
The slope of a linear consumption function equals the coefficient of income. The coefficient of Y is 0.75. Therefore, the slope (MPC) is 0.75.
The standard Keynesian consumption function is C=C+cY where: CΜ is autonomous consumption. c is the Marginal Propensity to Consume (MPC), which is also the slope of the consumption function. Comparing C=200+0.75Y, we find that c=0.75. Hence, the slope of the function is 0.75, making Option B correct.
- Option A) 200 β Incorrect because 200 is the intercept (autonomous consumption).
- Option C) 0.25 β Incorrect because this represents the MPS (1 β 0.75), not the slope.
- Option D) Y β Incorrect because Y is the income variable, not the slope.
Used
- Formula Identification
Application:
- Compare the given equation with the standard consumption function to identify the coefficient of income.
Final Logic:
- Since the coefficient of Y is 0.75, Option B is correct.
"Coefficient of Y = Slope = MPC."
3 The constant CΜ is plotted as the intercept on the vertical axis, physically demonstrating that it is the value of consumption when income is _______.
Autonomous consumption occurs even without income. It is represented by the intercept of the consumption function. Therefore, it corresponds to the level of consumption when income is zero.
In the Keynesian consumption function, C=C+cY, CΜ represents autonomous consumption, which is independent of income. When Y=0, the equation becomes C=C. Thus, the intercept on the vertical axis represents the level of consumption when income is zero. Therefore, Option D is correct.
- Option A) At its maximum β Incorrect because autonomous consumption is defined at zero income.
- Option B) Equal to one β Incorrect because the intercept is not determined at income equal to one.
- Option C) Continuously growing β Incorrect because autonomous consumption is constant and independent of income.
Used
- Concept Identification
Application:
- Recall the economic interpretation of the intercept in the consumption function.
Final Logic:
- Since the intercept represents consumption when income equals zero, Option D is correct.
"Intercept = Income Zero."
4 Assertion (A): Autonomous consumption (CΜ) is zero when the aggregate income of an economy falls to zero.
Reason (R): Base consumption relies entirely on induced components.
Autonomous consumption exists even when income is zero. It is independent of induced consumption. Therefore, both the Assertion and the Reason are incorrect.
The Assertion is false because autonomous consumption (CΜ) is not zero when income is zero. In fact, autonomous consumption is the minimum level of consumption that households undertake even in the absence of current income, often financed through past savings or borrowing. The Reason is also false because base (autonomous) consumption does not depend on induced consumption. Instead, induced consumption depends on income, whereas autonomous consumption is independent of income. Hence, both the Assertion and the Reason are false, making Option A the correct answer.
- Option B) A true, R false β Incorrect because the Assertion is false.
- Option C) Both true, R explains A β Incorrect because both statements are false.
- Option D) A false, R true β Incorrect because the Reason is also false.
Used
- AssertionβReason Analysis
Application:
- Evaluate the truth of the Assertion and the Reason independently using the definition of autonomous consumption.
Final Logic:
- Since autonomous consumption exists even at zero income and is independent of induced consumption, both statements are false, making Option A correct.
"Auto Exists at Zero; Induced Needs Income."
5 Which statement is correct regarding induced consumption?
Statements:
1. It is visually represented by the horizontal intercept of the consumption curve.
2. It implies that consumers always spend their entire extra income.
The horizontal (vertical-axis) intercept represents autonomous consumption. Induced consumption depends on income. Consumers need not spend all additional income.
Statement 1 is incorrect because the intercept of the consumption function represents autonomous consumption, not induced consumption. Induced consumption is represented by the income-dependent component (cY) of the consumption function. Statement 2 is also incorrect because induced consumption does not imply that consumers spend all additional income. They spend only a fraction of additional income equal to the Marginal Propensity to Consume (MPC). Unless MPC = 1, some portion of additional income is saved. Therefore, both statements are incorrect, making Option D the correct answer.
- Option A) Only Statement 1 is correct β Incorrect because Statement 1 is false.
- Option B) Both Statements 1 and 2 are correct β Incorrect because both statements are false.
- Option C) Only Statement 2 is correct β Incorrect because Statement 2 is also false.
Used
- Elimination
Application:
- Assess each statement individually based on the definitions of autonomous and induced consumption.
Final Logic:
- Since both statements are false, Option D is correct.
"Intercept = Auto, cY = Induced."
6 Arrange the logical sequence of an economy experiencing a rise in income.
Statements:
1. National Income rises by Re 1.
2. Aggregate consumption expands.
3. Induced consumption increases by c.
4. The variable component cY adjusts upward.
Income rises first. The income-dependent component (cY) responds. Induced consumption increases by c times the rise in income. Total consumption then expands.
The correct sequence is: 1. National Income rises by Re 1. 2. The variable component (cY) adjusts upward because induced consumption depends on income. 3. Induced consumption increases by c, where c is the Marginal Propensity to Consume. 4. Aggregate consumption expands as a result of the increase in induced consumption. Thus, the correct logical order is: 1 β 4 β 3 β 2 Hence, Option A is the correct answer.
- Option B) Incorrect because aggregate consumption cannot increase before income rises.
- Option C) Incorrect because the variable component cannot adjust before income changes.
- Option D) Incorrect because induced consumption cannot increase before the rise in income.
Used
- Sequential Logic
Application:
- Arrange the events according to the cause-and-effect relationship in the Keynesian consumption function.
Final Logic:
- Income Rise β cY Changes β Induced Consumption Rises β Total Consumption Expands, making Option A correct.
"Income β cY β Induced β Consumption."
7 Graphically, how is the Marginal Propensity to Consume (MPC) physically represented on the consumption function chart?
MPC measures how much consumption changes when income changes. On the graph, this change is represented by the slope of the consumption function. A steeper slope indicates a higher MPC.
The consumption function is expressed as: C=C+cY where c is the Marginal Propensity to Consume (MPC). Graphically, the coefficient c determines the slope (tan Ξ±) of the consumption function. It indicates the increase in consumption corresponding to every additional unit of income. Therefore, the slope of the consumption function represents the MPC, making Option C the correct answer.
- Option A) The horizontal intercept β Incorrect because the graph has no horizontal intercept representing MPC.
- Option B) The vertical intercept β Incorrect because the vertical intercept represents autonomous consumption (CΜ).
- Option D) The 45-degree reference line β Incorrect because the 45-degree line represents points where Income = Consumption, not MPC.
Used
- Graph Interpretation
Application:
- Identify which graphical feature changes when the Marginal Propensity to Consume changes.
Final Logic:
- Since MPC determines the slope (tan Ξ±) of the consumption function, Option C is correct.
"MPC = Measure of the Slope."
8 Match the numerical values of MPC with their behavioral meanings.
| List I | List II |
|---|---|
| 1. MPC = 0 | a. Entire change in income used on consumption |
| 2. MPC = 1 | b. Does not increase consumption at all |
| 3. 0 < MPC < 1 | c. Uses part of the change in income |
| 4. c | d. Denotes Marginal Propensity to Consume |
MPC = 0 means no additional consumption. MPC = 1 means all additional income is consumed. Values between 0 and 1 indicate only part of additional income is spent. c is the symbol for MPC.
The correct matching is: 1. MPC = 0 β b. Does not increase consumption at all 2. MPC = 1 β a. Entire change in income used on consumption 3. 0 < MPC < 1 β c. Uses part of the change in income 4. c β d. Denotes Marginal Propensity to Consume Thus, the correct sequence is: 1-b, 2-a, 3-c, 4-d Therefore, Option B is the correct answer.
- Option A) Incorrect because MPC = 0 cannot mean spending part of the additional income.
- Option C) Incorrect because MPC = 0 and MPC = 1 are incorrectly matched.
- Option D) Incorrect because c denotes MPC, not partial consumption behaviour.
Used
- Option Grouping
Application:
- Recall the economic meaning of each special value of MPC and match it with the corresponding behavioural interpretation.
Final Logic:
- Only Option B correctly matches all four concepts.
"0 = Save All, 1 = Spend All, Between = Split."
9
No additional consumption takes place. Therefore, ΞC = 0. Hence, MPC = 0.
The formula for MPC is: MPC=ΞC/ΞY Here: Additional income (ΞY) = Rs. 5000 Additional consumption (ΞC) = Rs. 0 Therefore, MPC=0/5000=0 Since the individual saves the entire bonus and spends nothing, the Marginal Propensity to Consume is 0, making Option A correct.
- Option B) 1 β Incorrect because it would mean the entire bonus is spent.
- Option C) 0.5 β Incorrect because half the bonus is not spent.
- Option D) -1 β Incorrect because MPC cannot normally be negative.
Used
- Substitution
Application:
- Apply the MPC formula using the given values of additional income and additional consumption.
Final Logic:
- Since ΞC = 0, MPC = 0, making Option A correct.
"Spend Nothing = MPC Zero."
10
MPC = 1 means every additional rupee of income is spent. No part of the increase in income is saved. Therefore, the entire change in income becomes additional consumption.
When MPC=ΞC/ΞY=1, it implies ΞC=ΞY. Thus, every additional unit of income is spent on consumption, and Marginal Propensity to Save (MPS) = 0. Hence, the entire increase in income is used for consumption, making Option C the correct answer.
- Option A) Incorrect because autonomous consumption does not change with current income.
- Option B) Incorrect because MPC = 1 means nothing is saved.
- Option D) Incorrect because unintended inventories are unrelated to the definition of MPC.
Used
- Concept Identification
Application:
- Interpret the economic meaning of the special case where MPC = 1.
Final Logic:
- Since the entire increase in income is consumed, Option C is correct.
"MPC = 1 β Spend Every One."
11 Assertion (A): Savings in macroeconomic terms represents the sum of all consumed income in an economy.
Reason (R): Savings is definitively that part of income that is not consumed.
Savings is the portion of income not spent on consumption. The Assertion incorrectly equates savings with consumed income. The Reason correctly states the definition of savings.
The Assertion is false because savings does not represent the amount of income that is consumed. Instead, savings are the remaining part of income after consumption expenditure has been deducted. The Reason is true because savings are defined as: S=Y-C where: S = Savings Y = Income C = Consumption Thus, savings represent that part of income which is not consumed. Therefore, Option B is correct.
- Option A) Both true, R explains A β Incorrect because the Assertion is false.
- Option C) A true, R false β Incorrect because the Assertion is false while the Reason is true.
- Option D) Both false β Incorrect because the Reason is correct.
Used
- AssertionβReason Analysis
Application:
- Evaluate the truthfulness of the Assertion and the Reason separately using the definition of savings.
Final Logic:
- Since the Assertion is false and the Reason is true, Option B is correct.
"Income β Consumption = Savings."
12 If a household's income (Y) is Rs. 10,000 and their autonomous consumption is Rs. 1,000 with an MPC of 0.6, what is their total savings (S)? (S = Y β C )
First calculate total consumption. Then subtract consumption from income. Savings equal Income β Consumption.
Given: Income (Y) = Rs. 10,000 Autonomous Consumption (CΜ) = Rs. 1,000 MPC (c) = 0.6 Consumption Function: C=C+cYC=1000+0.6(10000)C=1000+6000=7000 Savings: S=Y-CS=10000-7000=3000 Therefore, total savings = Rs. 3,000, making Option D correct.
- Option A) Rs. 4,000 β Incorrect due to incorrect calculation of savings.
- Option B) Rs. 7,000 β Incorrect because this is the value of consumption.
- Option C) Rs. 6,000 β Incorrect because it ignores autonomous consumption.
Used
- Substitution
Application:
- Substitute the given values into the consumption function and then apply the savings equation.
Final Logic:
- C=7000,S=10000-7000=3000
- Hence, Option D is correct.
"Find C First, Then Save the Rest."
13 The Marginal Propensity to Save (MPS) is defined algebraically as the ______ divided by the change in income (ΞY).
MPS measures how savings change when income changes. It is calculated using changes rather than totals. The formula is ΞS/ΞY.
The Marginal Propensity to Save (MPS) measures the proportion of additional income that is saved. It is defined as: MPS=ΞS/ΞY where: ΞS = Change in Savings ΞY = Change in Income Thus, MPS measures the change in savings per unit change in income, making Option B the correct answer.
- Option A) Total Income (Y) β Incorrect because MPS uses changes, not total income.
- Option C) Change in Consumption (ΞC) β Incorrect because ΞC/ΞY defines MPC.
- Option D) Base Savings (SΜ) β Incorrect because autonomous savings are not used in the MPS formula.
Used
- Formula Identification
Application:
- Recall the standard NCERT definition and formula for the Marginal Propensity to Save.
Final Logic:
- Since
- MPS=ΞS/ΞY,
- Option B is correct.
"MPS = More Income, More Savings."
14 As S=Y-C, a unit change in income results in the identity ΞS/ΞY=1-c. Therefore, if MPC is 0.75, what is MPS?
MPC and MPS always add up to 1. Subtract MPC from 1 to obtain MPS. Here, 1 β 0.75 = 0.25.
The relationship between the Marginal Propensity to Consume (MPC) and the Marginal Propensity to Save (MPS) is: MPC+MPS=1 or MPS=1-MPC Given: MPC=0.75 Therefore, MPS=1-0.75=0.25 Hence, the correct answer is Option D.
- Option A) 0.75 β Incorrect because this is the value of MPC, not MPS.
- Option B) 1.00 β Incorrect because MPC and MPS together equal 1.
- Option C) 0.00 β Incorrect because MPS becomes zero only when MPC equals 1.
Used
- Substitution
Application:
- Apply the identity MPS = 1 β MPC using the given value.
Final Logic:
- 1-0.75=0.25
- Therefore, Option D is correct.
"Consume 75, Save 25."
15 Which statement accurately differentiates APC from MPC?
Statements:
1. APC is the ratio of total consumption to total income (C/Y).
2. MPC is the ratio of total consumption to total income (C/Y).
APC measures total consumption per unit of total income. MPC measures change in consumption per unit change in income. Therefore, only Statement 1 is correct.
Statement 1 is correct because the Average Propensity to Consume (APC) is defined as: APC=C/Y It measures the proportion of total income spent on consumption. Statement 2 is incorrect because the Marginal Propensity to Consume (MPC) is calculated as: MPC=ΞC/ΞY It measures the change in consumption resulting from a change in income, not the ratio of total consumption to total income. Hence, Option A is correct.
- Option B) Only Statement 2 is correct β Incorrect because Statement 2 is false.
- Option C) Both Statements 1 and 2 are correct β Incorrect because Statement 2 is incorrect.
- Option D) Both Statements 1 and 2 are incorrect β Incorrect because Statement 1 is correct.
Used
- Concept Identification
Application:
- Differentiate between average and marginal propensities using their standard formulas.
Final Logic:
- Since APC = C/Y while MPC = ΞC/ΞY, Option A is correct.
"Average = Total, Marginal = Change."
16 Arrange the algebraic steps to substitute the consumption function into the APS formula.
Statements:
1. Divide the expression by Y.
2. Result is APS = βCΜ/Y + (1 β c).
3. Express S = Y β (CΜ + cY).
4. Simplify to S = βCΜ + (1 β c)Y.
Begin with the savings equation. Simplify the expression. Divide by income. Obtain the APS equation.
Starting with the savings identity: S=Y-C Substitute the consumption function: S=Y-(C+cY) This gives: Step 3 S=Y-(C+cY) β Step 4 S=-C+(1-c)Y β Step 1 Divide both sides by Y: S/Y=-C/Y+(1-c) β Step 2 Recognize APS=-C/Y+(1-c) Thus, the correct order is: 3 β 4 β 1 β 2 Hence, Option C is correct.
- Option A) Incorrect because division cannot occur before obtaining the simplified savings equation.
- Option B) Incorrect because it starts with the final expression.
- Option D) Incorrect because simplification cannot precede substitution.
Used
- Sequential Logic
Application:
- Arrange the algebraic derivation according to the logical mathematical steps.
Final Logic:
- Substitute β Simplify β Divide β Obtain APS, making Option C correct.
"Substitute β Simplify β Divide β APS."
17 If C=150+0.5Y, what is the required income (Y) for consumption to equal exactly Rs. 400?
Substitute the given value of consumption into the consumption function. Solve the equation for income. The required income is Rs. 500.
Given the consumption function: C=150+0.5Y Since consumption is Rs. 400, 400=150+0.5Y Subtract 150 from both sides: 250=0.5Y Divide both sides by 0.5: Y=250/0.5=500 Therefore, the required income is Rs. 500, making Option B the correct answer.
- Option A) 150 β Incorrect because it represents autonomous consumption.
- Option C) 250 β Incorrect because this is obtained before dividing by 0.5.
- Option D) 400 β Incorrect because this is the value of consumption, not income.
Used
- Substitution
Application:
- Substitute the given consumption value into the consumption function and solve for income.
Final Logic:
- 400=150+0.5YY=500
- Hence, Option B is correct.
"Substitute C, Solve for Y."
18 In the function C=50+0.9Y, the value 0.9 signifies that for every Rs. 100 increase in income, consumption will predictably increase by _______.
0.9 is the Marginal Propensity to Consume (MPC). It indicates that 90% of every additional rupee of income is spent. Therefore, an increase of Rs.100 in income raises consumption by Rs.90.
The consumption function is: C=50+0.9Y Here, 0.9 represents the Marginal Propensity to Consume (MPC). For every additional Rs.100 of income, 0.9Γ100=90 Thus, consumption increases by Rs.90. Hence, Option A is the correct answer.
- Option B) Rs. 10 β Incorrect because Rs.10 represents the increase in saving (MPS = 0.1).
- Option C) Rs. 50 β Incorrect because Rs.50 is autonomous consumption.
- Option D) Rs. 0.9 β Incorrect because MPC is a proportion, not the increase in rupees for Rs.100.
Used
- Concept Identification
Application:
- Interpret the coefficient of income as the Marginal Propensity to Consume.
Final Logic:
- 100Γ0.9=90
- Hence, Option A is correct.
"0.9 Means Spend 90 out of 100."
19 Match the dynamic behaviors of average propensities as income increases.
| List I | List II |
|---|---|
| 1. APC + APS | a. Starts negative, moves positively |
| 2. Value of APC | b. Always exactly equal to 1 |
| 3. Value of APS | c. APC = 1, APS = 0 |
| 4. Break-even point (C = Y) | d. Falls continuously |
APC and APS together always equal 1. APC falls as income rises. APS starts negative and gradually increases. At the break-even point, consumption equals income.
The correct matching is: 1. APC + APS β b. Always exactly equal to 1 2. Value of APC β d. Falls continuously 3. Value of APS β a. Starts negative, moves positively 4. Break-even point (C = Y) β c. APC = 1, APS = 0 Thus, the correct sequence is: 1-b, 2-d, 3-a, 4-c Therefore, Option D is correct.
- Option A) Incorrect because APC + APS is always 1, not "starts negative."
- Option B) Incorrect because the break-even point is mismatched.
- Option C) Incorrect because APC does not always fall into the first relation.
Used
- Option Grouping
Application:
- Recall the properties of APC and APS and match them with their dynamic behaviour.
Final Logic:
- Only Option D correctly matches all four concepts.
"APC Falls, APS Rises, Together Always One."
20 If an economy has an income of Rs. 2000 and an Average Propensity to Consume (APC) of 0.85, what is the exact numerical value of the total savings?
First calculate APS using APS = 1 β APC. Then multiply APS by income. The resulting value is total savings.
Given: Income = Rs. 2000 APC = 0.85 First, APS=1-APCAPS=1-0.85=0.15 Savings are calculated as: S=APSΓYS=0.15Γ2000=300 Therefore, the total savings are Rs. 300, making Option C the correct answer.
- Option A) Rs. 850 β Incorrect because it is based on an incorrect calculation.
- Option B) Rs. 1700 β Incorrect because it represents consumption, not savings.
- Option D) Rs. 0.15 β Incorrect because this is APS, not the amount of savings.
Used
- Substitution
Application:
- Apply the formulas APS = 1 β APC and Savings = APS Γ Income.
Final Logic:
- APS=0.15,S=0.15Γ2000=300
- Hence, Option C is correct.
"Find APS First, Then Multiply by Income."
