A manufacturer of electronics products is considering entering the telephone equipment business> It estimates that if it were to begin making wireless telephones, its short-run cost function would be as follows:
Q (thousands)
AVC ($)
AC ($)
MC ($)
13
37.90
45.59
31.90
14
37.60
44.74
33.70
15
37.50
44.17
36.10
16
37.60
43.85
39.10
17
37.90
43.78
42.70
18
38.40
43.96
46.90
19
39.10
44.36
51.70
20
40.00
45.00
57.10
1. Plot the average cost, average variable cost and marginal cost on a graph.
2. Suppose that the wholesale price of a wireless phone is currently $50, what is the profit maximizing output level?
3. How much is the total profit of this company?
4. Suppose that the firm does enter the market and that overtime increasing competition causes prices of telephone to fall to $35, how much is the new production level?
5. How much is the profit (loss) when the price drops to $35?
6. Should the firm stay in business or shut down in the short run if the price is $35?
Suppose that a typical firm in a monopolistically competitive industry faces a demand curve given by:
q = 60 − (1/2)p, where q is quantity sold per week.
The firm’s marginal cost curve is given by: MC = 60.
In addition to providing the quantitative answers for the question, please also describe the approach you used to arrive at your conclusions.
Given:
1. Y=C+I+G+ X-M
2. C=b+cYd (Consumption function)
3. T=s+tY (tax function)
4. Mn + mY (import function)
5. Yd=Y-T (disposable income)
6. C = 100 + .90Yd
7. T = 40 + .20Y
8. M = 10 + .05Y
9. I = 38 G = 75 X = 25
Questions:
1. Calculate the equilibrium level of income using the model Y=C+I+G+X-M. 2. Determine the size of the new multiplier (import multiplier) for this economy.
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price of x=rs.10/=
price of y= rs.20/=
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