Question 1
Table 1 below represents the cost and revenue positions of a firm producing roofing sheets. Study the table and answer the questions that follow.
Table 1
Output (kg) |
Total Revenue ($) |
Marginal Revenue ($) |
Total Cost ($) |
Marginal Cost ($) |
10 |
150 |
- |
250 |
- |
(a) Compute the values of I, J and K.
(b) What is the equilibrium output level of the firm? Explain your answer.
(c) Calculate the profit or loss at the equilibrium output level.
(d) Is it economical for the firm to produce beyond 50 kg? Explain your answer.
(e) In what market structure is the firm operating? Explain your answer.
Observation
The candidates were expected to provide the following answers to score higher marks.
(a) I = MR50 =$ 600 -$520 = $80 = $8
50kg - 40kg 10kg
J (TC30) = J - $300 = $2
10kg
J – $300 =$ 20
J = $300 +$ 20
J = $320
OR
J (TC30) = $350 - J = $3
10kg
$350 - J = $ 30
J = $350 - $30
J = $320
OR
J (TC30) = TC20 + MC30
= $300 + $2(10)
= $300 + $20
= $320
K (MC60) = $530 - $430 = $100 = $10
60kg - 50kg 10kg
(b) The equilibrium output level of the firm is 50kg. At this output level,
MC = MR = $8.
(c) At output level 50, profit is TR -TC = $600 - $430 = $170.
(d) It is not economical to produce beyond 50 kg because any extra unit lowers marginal revenue while marginal cost increases.
(e) Monopoly or monopolistic competition.
Because marginal revenue is falling continuously in order to sell more. OR
Price is higher than MR at the equilibrium point e.g. AR50 = TR /output = $600 / 50 = $12˃8