How was IGIDR

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Re: How was IGIDR

adury
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Re: How was IGIDR

Shefali
In reply to this post by kangkan
The paper level was moderate although very lenghty.English section was so much time consuming.And was it basic maths , there were questions on circles,diff eqquations.
Any idea what will be the cutoff..
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Re: How was IGIDR

Akshay Jain
Acc to dem basic maths means maths upto 12th
Akshay Jain
Masters in Economics
Delhi School of Economics
2013-15
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Re: How was IGIDR

saurabh5289
In reply to this post by AnonymousNow
IN ECONOMICS SECTION -
WHAT WOULD BE THE ANSWER FOR QUASILINEAR QUESTION. THAT WAS WITH RESPECT TO X1 OR X2
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Re: How was IGIDR

Anakin Skywalker
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Re: How was IGIDR

saurabh5289
and wat abt the the question of type of function- concave ,convex, constant or ....  
function was -e^-x
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Re: How was IGIDR

SINGHAM
concave as f''x<0 for all x.
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Re: How was IGIDR

phelps.phan
In reply to this post by Anakin Skywalker
Hey, lets say the function was u(x1,x2)=ln(x1) + x2. So its quasilinear with respect to x1 right?
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Re: How was IGIDR

The Villain
yeah x1 is quasi linear
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Re: How was IGIDR

Anjali
One more thing. There were two statements :
LM represents causal relation between interest and income
IS represents causal relation between interest and income
What is this causal here ? And are these statements true ?
And one more do CPI , WPI and gdp deflator give same results ? And does gdp deflator account for inflation ?
"Once you eliminate the impossible, whatever remains, no matter how improbable, must be the truth."
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Re: How was IGIDR

saurabh5289
In reply to this post by phelps.phan
 it  is quasilear with x2
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Re: How was IGIDR

Anakin Skywalker
In reply to this post by phelps.phan
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Re: How was IGIDR

saurabh5289
In reply to this post by adury
integration of 1/x^n  from 1 to infinity .(igidr question)
wat would be answer.
i wrote 1/n-1 on the basis of similar question i have solved where n was 4, then answer was 1/3 and when n was5 answer was 1/4
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Re: How was IGIDR

SINGHAM
In reply to this post by saurabh5289
Yes, I also think that ln(x1)+x2 is quasilinear with x2, as it is linear in x2.
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Re: How was IGIDR

SINGHAM
In reply to this post by saurabh5289
There was a condition, hope you will recall, and as you have implicitly taken care off,

n>1.

And, that makes the answer, 1/(n-1), perfectly correct.
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