CUET UG Booster Economics 4 Test (D3)
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QUESTION 1 OF 20
Assertion (A): The exact amount a firm produces and sells is determined by the objective of maximising the gap between TR and TC.
Reason (R): Profit is defined as TR - TC, and the firm acts primarily as a ruthless profit maximiser.
QUESTION 2 OF 20
At output q0, a firm's TR is determined by the area of rectangle OpAq0, and its TC is the area of rectangle OEBq0. If height Op = 10, width Oq0 = 50, and height OE = 8, what is the exact profit?
QUESTION 3 OF 20
Which combinations accurately describe the mandatory conditions for identifying the profit-maximising quantity q0?
1. P = MC
2. MC is non-decreasing
3. P < AVC in short run
4. P >= AC in long run
QUESTION 4 OF 20
If a competitive firm is producing at an output level where all three profit-maximising conditions are strictly met, any deviation from this output will result in:
QUESTION 5 OF 20
The mathematical intuition behind the vital condition MR = MC is based on the fact that:
QUESTION 6 OF 20
Match the economic variables to establish why P = MC at profit maximisation:
| List I | List II |
|---|---|
| 1. Price-taking firm's MR | a. Equals Market Price |
| 2. Profit-maximising rule | b. MR = MC |
| 3. Consequently derived condition | c. P = MC |
| 4. Extra unit sold revenue | d. Market Price (P) |
QUESTION 7 OF 20
Arrange the logical sequence to prove that an output where MR > MC is NOT optimal:
1. Current output is q1, where MR > MC.
2. Firm decides to increase output by 1 unit.
3. The added unit brings more revenue than its cost.
4. Total profit rises, proving q1 was not the maximum.
QUESTION 8 OF 20
If q6 is an output level where marginal cost exceeds market price, why can't q6 be the profit-maximising output?
QUESTION 9 OF 20
At an output level q1 where P = MC, but the MC curve is downward sloping, an output level slightly smaller than q1 will mathematically yield:
QUESTION 10 OF 20
The structural requirement of a rising MC curve ensures that the firm is intersecting the perfectly elastic price line from:
QUESTION 11 OF 20
QUESTION 12 OF 20
QUESTION 13 OF 20
Assertion (A): In the long run, a firm will not produce at an output where price is lower than AC.
Reason (R): In the long run, shutting down results in zero profit, which is economically better than a negative profit (loss).
QUESTION 14 OF 20
In the long run, a firm faces a Market Price of Rs 15. Its Long Run Average Cost (LRAC) at the profit-maximising output is Rs 18. What is the firm's rational decision and its resultant long-run profit?
QUESTION 15 OF 20
The definitive "shut down point" in the short run corresponds geometrically to the absolute lowest point of the:
QUESTION 16 OF 20
Match the graphical representation of Profit/Loss structures:
| List I | List II |
|---|---|
| 1. TR area | a. Rectangle OEBq1 (E = LRAC) |
| 2. TVC area | b. Rectangle OpAq1 |
| 3. TC area in Long Run | c. Rectangle OEBq1 (E = AVC) |
| 4. Loss area if P < AC | d. Area of OEBq1 minus OpAq1 |
QUESTION 17 OF 20
Arrange the rigorous steps a firm takes to determine its short-run equilibrium output:
1. Check if Price >= minimum AVC to avoid shutdown.
2. Find the output where Price = SMC.
3. Confirm SMC is upward sloping.
4. Produce q0 and earn corresponding profit.
QUESTION 18 OF 20
Which of the following accurately describes the geometric 'Profit Area' rectangle EpAB at optimal output q0?
QUESTION 19 OF 20
In economic terms, normal profit is considered part of the firm's total costs because it represents:
QUESTION 20 OF 20
The Break-Even Point of a firm occurs exactly at the minimum of the Average Cost curve. At this exact geometric point, what is the firm's super-normal profit?
Test Complete!
Answer Review
1 Assertion (A): The exact amount a firm produces and sells is determined by the objective of maximising the gap between TR and TC.
Reason (R): Profit is defined as TR - TC, and the firm acts primarily as a ruthless profit maximiser.
Profit equals Total Revenue minus Total Cost. Firms under perfect competition aim to maximise profit. Therefore, they choose the output where the difference between TR and TC is the greatest.
The Assertion is true because a firm's production decision is based on choosing the output level that gives the maximum difference between Total Revenue (TR) and Total Cost (TC). The Reason is also true because: Profit = Total Revenue - Total Cost NCERT assumes that a perfectly competitive firm is a profit maximiser. Since profit is the difference between TR and TC, the firm selects the output level where this difference is highest. Thus, the Reason correctly explains why the firm chooses a particular output level. Therefore, Option A is correct.
- Option B → A true, R false
- The Reason correctly defines profit and explains the Assertion.
- Option C → Both false
- Both the Assertion and Reason are true according to NCERT.
- Option D → A false, R true
- The Assertion is also true.
Used
- Elimination
Application:
- Check the truth of both statements separately and then determine whether the Reason explains the Assertion.
Final Logic:
- Since profit equals TR - TC and firms maximise profit, both statements are true and logically connected.
Maximum TR - TC = Maximum Profit
2 At output q0, a firm's TR is determined by the area of rectangle OpAq0, and its TC is the area of rectangle OEBq0. If height Op = 10, width Oq0 = 50, and height OE = 8, what is the exact profit?
Total Revenue = Price x Quantity. Total Cost = Average Cost x Quantity. Profit = Total Revenue - Total Cost.
Step 1: Total Revenue = Height x Width = 10 x 50 = 500 Step 2: Total Cost = 8 x 50 = 400 Step 3: Profit = Total Revenue - Total Cost = 500 - 400 = 100 Therefore, Option D is correct. Why the remaining options are incorrect: Option A represents Total Revenue only. Option B represents Total Cost only. Option C is obtained through incorrect calculation.
- Option A → 500
- This is the Total Revenue, not profit.
- Option B → 400
- This is the Total Cost.
- Option C → 50
- Profit is not calculated correctly.
Used
- Substitution
Application:
- Substitute the numerical values into the formulas for Total Revenue and Total Cost.
Final Logic:
- 500 - 400 = 100.
TR - TC = Profit
3 Which combinations accurately describe the mandatory conditions for identifying the profit-maximising quantity q0?
1. P = MC
2. MC is non-decreasing
3. P < AVC in short run
4. P >= AC in long run
Profit maximisation requires Price = MC. MC must be rising or non-decreasing. In the long run, firms continue only if Price >= AC.
The correct conditions are: Statement 1: P = MC – Correct. For a perfectly competitive firm, MR = Price, and profit is maximised where MR = MC. Statement 2: MC is non-decreasing – Correct. The MC curve must be rising at equilibrium to satisfy the second condition for profit maximisation. Statement 3: P < AVC in short run – Incorrect. If Price is below AVC, the firm shuts down. The correct condition is Price >= AVC. Statement 4: P >= AC in long run – Correct. A firm remains in the industry only if it can cover all costs in the long run. Hence, the correct combination is 1, 2 and 4. Therefore, Option A is correct.
- Option B → 1, 3, and 4
- Statement 3 is incorrect because Price below AVC leads to shutdown.
- Option C → 2 and 3 only
- It excludes the essential condition P = MC.
- Option D → 1 and 3 only
- Statement 3 is incorrect, and Statement 2 is missing.
Used
- Option Grouping
Application:
- Evaluate each statement individually before identifying the correct combination.
Final Logic:
- Statements 1, 2 and 4 satisfy NCERT's profit-maximisation conditions.
P = MC + Rising MC + P >= AC
4 If a competitive firm is producing at an output level where all three profit-maximising conditions are strictly met, any deviation from this output will result in:
Profit-maximising output gives the highest possible profit. Any increase or decrease in output from this level lowers profit. Therefore, deviation from the equilibrium output reduces total profit.
A profit-maximising firm under perfect competition chooses the output where all the following conditions are satisfied: Price = Marginal Cost (P = MC) Marginal Cost is rising (non-decreasing) Price >= Average Variable Cost (short run) or Price >= Average Cost (long run) At this output level, profit is at its maximum. If the firm either increases or decreases output from this equilibrium level: Marginal Cost and Marginal Revenue are no longer balanced. The difference between Total Revenue and Total Cost becomes smaller. Total profit declines. Therefore, Option A is correct. Why the remaining options are incorrect: Option B is incorrect because revenue need not increase proportionally with cost after leaving equilibrium. Option C is incorrect because deviation from equilibrium does not automatically imply shutdown. Option D is incorrect because changing output alone does not necessarily convert normal profit into super-normal profit.
- Option B → An increase in total cost with proportional revenue increase
- Revenue and cost do not necessarily increase proportionally after equilibrium.
- Option C → An immediate shutdown
- Shutdown occurs only if Price falls below Average Variable Cost in the short run.
- Option D → A transition from normal to super-normal profit
- Profit type depends on market conditions, not merely on changing output.
Used
- Conceptual Elimination
Application:
- Recall that equilibrium output gives maximum profit. Any movement away from it must reduce profit.
Final Logic:
- Maximum profit occurs only at the equilibrium output; any deviation lowers profit.
Leave q0 = Lose Profit
5 The mathematical intuition behind the vital condition MR = MC is based on the fact that:
Marginal Revenue is the additional revenue from one more unit. Marginal Cost is the additional cost of producing one more unit. Profit increases as long as Marginal Revenue exceeds Marginal Cost.
The first condition for profit maximisation is based on comparing: Marginal Revenue (MR): Extra revenue earned from selling one additional unit. Marginal Cost (MC): Extra cost incurred in producing one additional unit. If: MR > MC the additional unit contributes more to revenue than to cost, so profit increases. The firm should continue producing until: MR = MC At this point, maximum profit is achieved because producing one more unit would no longer increase profit. Therefore, Option B is correct. Why the remaining options are incorrect: Option A is incorrect because Total Revenue is not a horizontal line; it rises with output under perfect competition. Option C is incorrect because Marginal Cost is not zero at equilibrium. Option D is incorrect because Average Variable Cost and Marginal Revenue are different concepts and are generally not equal.
- Option A → Total revenue is a flat horizontal line
- Total Revenue increases as output increases.
- Option C → Marginal cost must always be zero at equilibrium
- Equilibrium requires MR = MC, not MC = 0.
- Option D → Average variable cost is equal to marginal revenue
- AVC and MR measure different economic concepts.
Used
- Conceptual Elimination
Application:
- Compare the meaning of Marginal Revenue and Marginal Cost to identify the correct profit-maximisation principle.
Final Logic:
- Profit continues to rise while MR exceeds MC and reaches its maximum when MR equals MC.
MR > MC = More Profit
6 Match the economic variables to establish why P = MC at profit maximisation:
| List I | List II |
|---|---|
| 1. Price-taking firm's MR | a. Equals Market Price |
| 2. Profit-maximising rule | b. MR = MC |
| 3. Consequently derived condition | c. P = MC |
| 4. Extra unit sold revenue | d. Market Price (P) |
Under perfect competition, MR equals Market Price. Profit is maximised where MR = MC. Therefore, P = MC.
The correct matching is: 1 → a : A price-taking firm's Marginal Revenue equals the Market Price. 2 → b : Profit maximisation requires MR = MC. 3 → c : Since MR = P, the condition becomes P = MC. 4 → d : Revenue from one additional unit equals the Market Price. Therefore, Option B is correct.
- Option A
- Incorrectly matches MR with MR = MC.
- Option C
- Incorrectly matches the profit-maximising rule.
- Option D
- Incorrectly matches the derived condition.
Used
- Option Grouping
Application:
- Match the known economic identities first (MR = Market Price and MR = MC), then derive P = MC.
Final Logic:
- MR = P and MR = MC together imply P = MC.
MR = P → MR = MC → P = MC
7 Arrange the logical sequence to prove that an output where MR > MC is NOT optimal:
1. Current output is q1, where MR > MC.
2. Firm decides to increase output by 1 unit.
3. The added unit brings more revenue than its cost.
4. Total profit rises, proving q1 was not the maximum.
First, MR > MC is observed. The additional unit is expected to add more revenue than cost. The firm therefore increases output. Profit rises, proving the earlier output was not optimal.
The logical order is: 1 → The firm observes that MR > MC at q1. 3 → This means one more unit will add more revenue than cost. 2 → Therefore, the firm decides to increase output. 4 → Profit increases, proving q1 was not the profit-maximising output. Hence, Option D is the most logically consistent answer. Option A places the firm's decision before establishing why that decision is profitable.
- Option A
- The decision to increase output should logically follow the realization that the extra unit earns more than it costs.
- Option B
- Starts with the final conclusion.
- Option C
- Begins with the firm's decision before identifying the economic condition.
Used
- Contextual/Tonal Matching
Application:
- Arrange the statements according to economic reasoning and decision-making.
Final Logic:
- Observation → Economic Reason → Decision → Result.
Observe → Reason → Produce → Profit
8 If q6 is an output level where marginal cost exceeds market price, why can't q6 be the profit-maximising output?
Here, MC > Price (MR). Producing the last unit reduces profit. Reducing output increases profit.
Under perfect competition: Price = MR. If: MC > Price, then: MC > MR. The last unit costs more to produce than the revenue it generates. Reducing output saves more cost than the revenue sacrificed, thereby increasing profit. Hence, Option B is correct.
- Option A → Because total fixed costs would be negative.
- Fixed costs cannot be negative.
- Option C → Because the firm would be making super-normal profits.
- MC > MR does not indicate super-normal profit.
- Option D → Because market price is determined by the firm.
- A perfectly competitive firm is a price taker.
Used
- Conceptual Elimination
Application:
- Compare the additional revenue with the additional cost.
Final Logic:
- MC > MR means reduce output.
MC > MR = Cut Output
9 At an output level q1 where P = MC, but the MC curve is downward sloping, an output level slightly smaller than q1 will mathematically yield:
Profit maximisation requires a rising MC curve. A downward-sloping MC violates the second condition. A slightly smaller output gives higher profit.
Although Price = MC at q1, the MC curve is falling. This violates the second condition for profit maximisation. When MC is downward sloping, moving to a slightly smaller output increases profit, proving q1 is not the true equilibrium. Therefore, Option D is correct.
- Option A → Exactly zero profit
- Profit need not be zero.
- Option B → Lower profit than at q1
- The opposite is true.
- Option C → Negative total revenue
- Revenue remains positive.
Used
- Conceptual Elimination
Application:
- Apply the second-order condition for profit maximisation.
Final Logic:
- Falling MC means equilibrium is unstable.
Rising MC = Maximum Profit
10 The structural requirement of a rising MC curve ensures that the firm is intersecting the perfectly elastic price line from:
The price line is horizontal. The MC curve must be rising at equilibrium. Therefore, the MC curve cuts the price line from below.
The price line under perfect competition is horizontal because Price = MR. At equilibrium: Price = MC. The MC curve must be rising. A rising MC curve intersects the horizontal price line from below, satisfying the second-order condition for profit maximisation. Hence, Option C is correct.
- Option A → Above
- A downward intersection violates the rising MC condition.
- Option B → The y-axis
- The y-axis has no role in this condition.
- Option D → The origin
- The origin is unrelated to the equilibrium intersection.
Used
- Contextual/Tonal Matching
Application:
- Visualise the standard NCERT graph showing the horizontal price line and rising MC curve.
Final Logic:
- The rising MC curve intersects the price line from below.
MC Rises Up to Price
11
Profit at zero output equals -TFC. If producing results in a loss greater than TFC, shutting down is better. Therefore, the firm produces zero output.
According to the passage: If the firm produces zero output: Total Revenue (TR) = 0 Total Variable Cost (TVC) = 0 Profit = -TFC A firm compares this shutdown loss with the loss from producing. If the profit from producing q1 is less than -TFC (that is, the loss is even greater than Total Fixed Cost), shutting down minimises the loss. Therefore, Option B is correct. Why the remaining options are incorrect: Option A is incorrect because zero profit does not justify shutdown. Option C is incorrect because shutdown loss is measured by TFC, not TVC. Option D is incorrect because the firm is making a loss, not earning profit.
- Option A → Exactly zero
- Zero profit is not the shutdown condition.
- Option C → Equal to -TVC
- Variable costs disappear after shutdown.
- Option D → Greater than normal profit
- Shutdown occurs because of losses, not profits.
Used
- Contextual/Tonal Matching
Application:
- Use the passage and compare production loss with shutdown loss.
Final Logic:
- Produce only if loss is less than or equal to TFC.
Loss > TFC → Shut Down
12
Zero output means nothing is sold. Therefore, Total Revenue equals zero. This is directly stated in the passage.
The passage clearly states: "When output is zero, TR and TVC are zero." Since no goods are produced or sold: Quantity = 0 Total Revenue = Price × Quantity = 0 Therefore, Option A is correct. Why the remaining options are incorrect: Option B is incorrect because Total Revenue cannot be negative. Option C confuses revenue with fixed cost. Option D is unrelated to Total Revenue.
- Option B → Negative
- Revenue cannot be negative.
- Option C → Equal to TFC
- Fixed Cost and Revenue are different concepts.
- Option D → Equal to normal profit
- Revenue is not equal to profit.
Used
- Contextual/Tonal Matching
Application:
- Read the passage carefully and identify the direct statement.
Final Logic:
- Zero output always means zero revenue.
No Output = No Revenue
13 Assertion (A): In the long run, a firm will not produce at an output where price is lower than AC.
Reason (R): In the long run, shutting down results in zero profit, which is economically better than a negative profit (loss).
Firms must cover all costs in the long run. If Price is below AC, the firm exits. Exiting gives zero profit, which is better than continuing with losses.
The Assertion is true because: A firm can remain in the market only if: Price >= Average Cost If Price falls below AC, the firm cannot recover all costs and exits. The Reason is also true because: After exiting: Revenue = 0 Cost = 0 Profit = 0 Zero profit is preferable to continuing production with losses. Therefore, the Reason correctly explains the Assertion. Hence, Option C is correct.
- Option A → Both false
- Both statements are true.
- Option B → A true, R false
- The Reason is also correct.
- Option D → A false, R true
- The Assertion is true.
Used
- Elimination
Application:
- Check the truth of both statements separately before testing the explanation.
Final Logic:
- Both statements are correct and logically connected.
P < AC = Exit
14 In the long run, a firm faces a Market Price of Rs 15. Its Long Run Average Cost (LRAC) at the profit-maximising output is Rs 18. What is the firm's rational decision and its resultant long-run profit?
Price is below LRAC. The firm cannot recover total costs. The rational decision is to exit.
Given: Market Price = Rs 15 LRAC = Rs 18 Since: Price < LRAC the firm cannot cover all costs. In the long run, all costs are avoidable. Therefore, the firm exits the industry. After exit: Revenue = 0 Cost = 0 Profit = 0 Hence, Option D is correct.
- Option A → Continue producing, Profit = -Rs 3 per unit
- Continuing would increase losses.
- Option B → Shut down, Profit = -Rs 3 per unit
- Long-run exit results in zero profit, not a loss.
- Option C → Continue producing, Profit = Rs 0
- Continuing production with Price below LRAC cannot produce zero profit.
Used
- Substitution
Application:
- Compare Market Price directly with LRAC.
Final Logic:
- Price below LRAC means the firm exits.
Price < LRAC = Exit
15 The definitive "shut down point" in the short run corresponds geometrically to the absolute lowest point of the:
The shutdown point occurs at the minimum AVC. Below this point, production should stop. It is a short-run concept.
The shutdown point is where: Price = Minimum AVC If Price falls below this level: Variable costs cannot be recovered. Continuing production increases losses. The firm shuts down. Therefore, the lowest point of the AVC curve is called the shutdown point. Hence, Option A is correct.
- Option B → Long Run Average Cost (LRAC) curve
- LRAC determines long-run exit, not shutdown.
- Option C → Average Fixed Cost (AFC) curve
- AFC is not used to determine shutdown.
- Option D → Marginal Revenue (MR) curve
- MR determines equilibrium, not the shutdown point.
Used
- Odd One Out
Application:
- Identify the curve specifically associated with the short-run shutdown decision.
Final Logic:
- Only the AVC curve determines the shutdown point.
Minimum AVC = Shut Down Point
16 Match the graphical representation of Profit/Loss structures:
| List I | List II |
|---|---|
| 1. TR area | a. Rectangle OEBq1 (E = LRAC) |
| 2. TVC area | b. Rectangle OpAq1 |
| 3. TC area in Long Run | c. Rectangle OEBq1 (E = AVC) |
| 4. Loss area if P < AC | d. Area of OEBq1 minus OpAq1 |
Total Revenue = Price × Quantity rectangle. TVC = AVC × Quantity rectangle. Long-run Total Cost = LRAC × Quantity rectangle. Loss equals Total Cost minus Total Revenue.
The correct matching is: 1 → b : Total Revenue is represented by the rectangle OpAq1 (Price × Quantity). 2 → c : Total Variable Cost is represented by the rectangle based on AVC × Quantity. 3 → a : Long-run Total Cost is represented by the rectangle based on LRAC × Quantity. 4 → d : Loss occurs when Total Cost exceeds Total Revenue and is shown by Area OEBq1 − OpAq1. Therefore, Option A is correct.
- Option B
- Incorrectly exchanges Total Revenue and Long-run Total Cost.
- Option C
- Incorrectly matches Total Revenue with AVC.
- Option D
- Incorrectly matches the Total Revenue rectangle.
Used
- Option Grouping
Application:
- First identify the standard rectangles for Revenue and Costs, then match the remaining loss area.
Final Logic:
- Revenue = Price × Quantity, TVC = AVC × Quantity, TC = LRAC × Quantity.
PQ = Revenue, AVCQ = TVC, ACQ = TC
17 Arrange the rigorous steps a firm takes to determine its short-run equilibrium output:
1. Check if Price >= minimum AVC to avoid shutdown.
2. Find the output where Price = SMC.
3. Confirm SMC is upward sloping.
4. Produce q0 and earn corresponding profit.
First identify where Price = SMC. Then verify that the SMC curve is rising. Ensure the shutdown condition is satisfied. Finally, produce the equilibrium output.
The correct sequence is: 2 → Locate the output where Price = SMC (first-order condition). 3 → Confirm that the SMC curve is rising, satisfying the second condition. 1 → Check that Price >= minimum AVC, ensuring the firm should continue production. 4 → Produce q0 and earn the corresponding profit. Thus, Option C is correct. The sequence follows the logical decision-making process described in NCERT.
- Option A
- The shutdown condition is checked only after identifying the equilibrium output.
- Option B
- Begins with production before determining equilibrium.
- Option D
- Confirms the second condition before locating the equilibrium point.
Used
- Contextual/Tonal Matching
Application:
- Arrange the firm's decisions in the same order used in the NCERT analysis of profit maximisation.
Final Logic:
- Find equilibrium → Verify rising MC → Check shutdown condition → Produce.
Find → Verify → Check → Produce
18 Which of the following accurately describes the geometric 'Profit Area' rectangle EpAB at optimal output q0?
Profit equals (Price − Average Cost) × Quantity. The rectangle's height is Price − Average Cost. The rectangle's base is the equilibrium output.
On the NCERT graph: Profit Area = (Market Price − Average Cost) × Output. Therefore: Height = Market Price − Average Cost. Base = Quantity produced (q0). This rectangle represents total profit. Hence, Option D is correct.
- Option A → It perfectly equals Total Fixed Cost.
- Profit is different from Total Fixed Cost.
- Option B → Its vertical height is exactly the Market Price.
- The height represents Price minus Average Cost, not Price alone.
- Option C → Its base is the Total Revenue.
- The base is output (quantity), not revenue.
Used
- Dimensional/Unit Analysis
Application:
- Recognise that rectangle height represents a per-unit value, while the base represents output.
Final Logic:
- Profit per unit = Price − Average Cost.
Profit Height = P − AC
19 In economic terms, normal profit is considered part of the firm's total costs because it represents:
Normal profit is an implicit cost. It represents the entrepreneur's opportunity cost. Therefore, it is included in Total Cost.
According to NCERT, Normal Profit is the minimum return required by the entrepreneur to remain in the current business. It is treated as an implicit cost because it represents the income the entrepreneur sacrifices by not choosing the next best alternative. Hence, normal profit forms part of Total Cost. Therefore, Option A is correct.
- Option B → The accounting profit explicitly paid
- Normal profit is an implicit, not explicit, cost.
- Option C → The sunk cost of entering the market
- Sunk costs cannot be recovered and are unrelated to normal profit.
- Option D → The fixed cost of machinery
- Machinery costs are production costs, not opportunity costs.
Used
- Odd One Out
Application:
- Identify the option that correctly defines normal profit in economics.
Final Logic:
- Normal profit represents the entrepreneur's opportunity cost.
Normal Profit = Opportunity Cost
20 The Break-Even Point of a firm occurs exactly at the minimum of the Average Cost curve. At this exact geometric point, what is the firm's super-normal profit?
At break-even, Total Revenue equals Total Cost. The firm earns only normal profit. Therefore, super-normal profit is zero.
At the break-even point: Market Price = Average Cost. Total Revenue = Total Cost. The firm earns normal profit only. Since all economic costs (including normal profit) are covered: Super-normal Profit = 0 Hence, Option D is correct.
- Option A → Equal to Normal Profit
- Super-normal profit is the amount above normal profit, which is zero at break-even.
- Option B → Infinity
- This has no economic meaning in this context.
- Option C → Equal to Total Fixed Cost
- Fixed cost has no direct relationship with super-normal profit.
Used
- Conceptual Elimination
Application:
- Recall the definition of break-even and distinguish between normal and super-normal profit.
Final Logic:
- Break-even means only normal profit is earned, so super-normal profit is zero.
Break-even = Zero Super Profit
