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BMME5103 September 2010Answer Scheme Assignment
Question 1:
(ai)
Q1 = 150 P1 = RM5.18 Q2 = 200 P2 = RM4.38
(ii) A 1 percent increase in price will result in a 1.71 percent decrease in demand forcharcoal.
(b)
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Question 2:
(ai)
(aii)
(bi) ED = - 1.33 (independent of other variables)
(bii) Since EY = 2.0, a 3% increase in disposable income would yield an approximate
or a 6% increase in demand.
(biii) Since EA = 0.50, a 5% increase in advertising expenditures would yield anapproximate
or a 2.5% increase in demand
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Question 3:
(a)
(b)
(c)
(d)
L = 4 (L = 0 is not a maximum, since d2 (TPL)/dL2 > 0)
(e)
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(f)
(g) Stage I 0-3 APL increasing
Stage II 3-4 MPL > 0
Stage III 4- MPL 0
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Question 4:
(a)
(b)
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Question 5:
(a) (i) (ii)Output Total Cost Marginal Cost Average Total(Units) (RM) (RM/unit) Cost (RM/unit)
0 50 -- --10 120 7 12.
20 170 5 8.5030 210 4 7.40 260 5 6.5050 330 7 6.6060 430 10 7.17
(b) P = MR = RM7Profit-maximizing output level (Q*) occurs where MR = MCMC = RM7 at Q1 = 10 and Q2 = 50 units.At Q1 = 10 = (P Q) - TC = 7(10) - 100 = -RM30At Q2 = 50 = 7 (50) - 310 = RM40Therefore Q* = Q2 = 50 units
(c) Industry is not in long-run equilibrium since MC = MR = P > ATC (i.e., above"normal" profits are being earned by one (or more) firms in the industry).
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Question 6:
(a) (i)
(ii)
(iii)
(iv)
(b) (i)
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Question 7a:
i) These characteristics provide reliable indication of a patients ability to pay. Sincethey are quite fixed, a doctor can effectively use these as bases for directsegment discrimination.
ii) A potential difficulty for price discrimination arises if customers willing to pay ahigh price can buy through those offered a low price. In this case, such arbitrage
is not possible as medical treatment cannot be transferred.
iii) Since treatment is personal, the doctor can conveniently collect informationabout each individual customer (facilitating complete price discrimination).
Question 7b:
On an annual basis, we have
Capital opportunity costs: RM2,400
Upgrade costs: 4,000
Annual costs to statistician RM6,400
i) If the statistician receives RM7,000/year for the work then her economic profit is
RM600.
ii) After fixed costs are sunk, the statistician must receive RM4,000/year to justify
doing the upgrade. Knowing the statistician wont leave, the software company
can renegotiate or hold up the statistician for his sunk cost investment, and
save RM3,000/year. This is called opportunism or post-investment hold up.
iii) The company can pay for the training cost up front. But then it is vulnerable to
post investment hold up. After the statistician can refuse to do the work for
anything less than RM6,400? They must find a way to commit to not holding
each other up.
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