JNU SIS 2013

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JNU SIS 2013

Kajol

can anyone please explain Q4.

A monopolist has constant marginal costs at Re 1 per unit, and zero fixed costs. It faces the demand curve
D(p) = { 100/p, p<=20
            { 0, p>20           where p is the price
What is the profit maximizing choice of output?

a) 20
b) 5
c) 1/99
d) 10

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Re: JNU SIS 2013

Amit Goyal
Administrator
Its simple, profits (as a function of q) for the above demand function can be written as:

profits(q) ={ 100 - q if q >= 5,
                 { 0 - q if q < 5

Clearly, the profit maximizing choice is q = 5 and therefore, p = 20.
SM
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Re: JNU SIS 2013

SM
In reply to this post by Kajol
Hi Kajol!

Here, you can't essentially use the MC and elasticity formula, since it comes to zero.

I simply used the options to check for which of the output, the profit is maximum.
Profit= P*Q-(MC*Q) , with option d, q=10, and consequently p=100/q=10
10*10-(1*10)=90

With option a, q=20 and price=100/20=5
100-(20*1)=80

With c, q=1/99, this would make p>20, and thereby quantity zero, which contradicts.


With option b, p=20, q=5
20*5-(5*1)=95

Hence The answer is b.
SM
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Re: JNU SIS 2013

SM
In reply to this post by Amit Goyal
Thank you Sir, this is a fool proof way of looking at such problems :)

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Re: JNU SIS 2013

Kajol

Yes it's clear now. Thanks a lot Sir:)

On May 9, 2016 3:38 PM, "SM [via Discussion forum]" <[hidden email]> wrote:
Thank you Sir, this is a fool proof way of looking at such problems :)




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NAML
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Re: JNU SIS 2013

Kajol
In reply to this post by SM

And thank you SM :)

On May 9, 2016 3:52 PM, "Kajol Dawar" <[hidden email]> wrote:

Yes it's clear now. Thanks a lot Sir:)

On May 9, 2016 3:38 PM, "SM [via Discussion forum]" <[hidden email]> wrote:
Thank you Sir, this is a fool proof way of looking at such problems :)




If you reply to this email, your message will be added to the discussion below:
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NAML
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Re: JNU SIS 2013

Kajol
In reply to this post by SM
Can anyone please explain these questions?

Q3. A car manufacturing company wants to decide where to locate a new plant. The only 
inputs used in cars are steel and labour, and the production function is f (S, L) = (S^1/2)(L^1/2), 
where S is tons of steel and L is units of labour. The company can locate its plant either 
in country A or in country B. In country A, steel costs Rs 70 a ton and labour costs 
Rs 70 per unit. In country B, steel costs Rs 80 per ton and labour costs Rs 60 per unit. 
In which of the two countries should the company locate its new plant? 
(a) Country A 
(b) Country B 
(c) It is indifferent between country A and country B 
(d) The information given is not sufficient to determine 

Q21. If the home marginal propensity to consume exportable is greater than the elasticity of 
the foreigner's offer curve, then in the absence of inferior goods, a tariff 
(a) lowers the domestic prices of importable 
(b) increases the domestic prices of importable 
(c) No impact on domestic prices 
(d) Cannot say 

Q24. There are two countries A and B with their currencies denoted as 'A$' and B$' 
respectively. Their nominal exchange rates in terms of US Dollars (USD) are as follows : 
A$ 50 = USD 1; B$ 1 = USD 1.5 
The nominal prices of petrol per litre in the two countries are A$ 75 per litre and 
B$ 1 per litre respectively. It is reported that in purchasing power parity (PPP) terms, 
petrol prices are three times higher in country A than in country B. Compare a resident 
of country A earning AS 50,000 per month with a resident of country B earning 
B$ 2,000 per month. In PPP terms 
(a) resident of country A is better off than resident of country B 
(b) resident of country A is at par with resident of country B 
(c) resident of country A is worse off than resident of country B 
(d) Cannot say 
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Re: JNU SIS 2013

Dreyfus
for q3