DSE @2008-Paper discussion Please join

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kangkan
@akansha..you must have derived the Labor demand eqn in the 1st part of the question
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sarawagisruti
In reply to this post by kangkan
Could somebody please post the solution for ques 16..
Thanks
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Ridhika
What is the meaning of question 20?!?
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kangkan
the sum of forces should cancel out..i think it will be four...at spaceing of 90 degrees each.
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Re: DSE @2008-Paper discussion Please join

Granpa Simpson
@Kangkan: Do we need to revise high school concepts of physics too...??like the resultant force vector and all dat..??
 "I don't ride side-saddle. I'm as straight as a submarine"
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kangkan
i dont think so...it will be too much to do for 1 question in ten years..we can rationally ignore it:)
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Granpa Simpson
Yes dats wat is known as Rational Expectation i guess..nywa thanks Kangkan for the solution..
 "I don't ride side-saddle. I'm as straight as a submarine"
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neha:)
In reply to this post by kangkan
7. Suppose a consumer has a utility function U = min (x+y, 2y). He maximizes his utility subject to his budget constraint and consumes (x*, y*) = (3,3). Which one of the following statements must be true?
a. price of x is necessarily equal to price of y
b. price of x is double the price of y
c. price of x is less than or equal to price of y
d. none of the above.
 
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Re: DSE @2008-Paper discussion Please join

Akshay Jain
Akshay Jain
Masters in Economics
Delhi School of Economics
2013-15
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neha:)
Thanks Akshay!
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Akshay Jain
Your welcome neha...:)
Akshay Jain
Masters in Economics
Delhi School of Economics
2013-15
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yuganshi
How to approach Ques 16... post the working if anyone has done it...
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yuganshi
For ques 20  it should be three according to the theory of tripod... hence ans is b
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rongmon
In reply to this post by The Villain
Hey, can you share the workings for Q17?

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rongmon
In reply to this post by kangkan
Q6. i seem to be getting imperfect substitutes, please clarify?
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Arushi :))
the given utility function is monotonic transformation of U = ( x + 2y ) so perfect substitutes
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rongmon
But shouldn't the MRS be equal to 1 for perfect substitutes?
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Arushi :))
perfect substitutes means constant MRS ..
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poorva
In reply to this post by The Villain
can someone please post working of ques 17 dse 2008
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dukhi jon snow
assume the y as constant like y=a for convenience and then differentiate partially wrt to x in implicit form and at finally replace "a" with y
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