Amit Sir Help

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Amit Sir Help

vandita24x7
Here are some questions, I want to be sure of the answers


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Re: Amit Sir Help

Amit Goyal
Administrator
The problem is very easy. All you need is to find conditions under which excess demand is 0 in different situations.
3 (a)
4 (d)
5 (b)
6 (b)
7 (b)
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Re: Amit Sir Help

vandita24x7
Sir firstly, if all i need to find is conditions under which excess demand is 0 in different situations, then what is the differnce between the questions...find positive equilibrium and find "unique" positive equilibrium?? Sir in this context please give your answer for question 4 where u chose None of the above, and please explain how you got the conditions for question 5. ( Here why Beta 2 has to be positive sir?)

The first order linear differntial equation I got is.. dP/dT - B2P = B1       (B2= Beta 2 , B1 = Beta1)
So sir to solve this differntial equation, is it not that B2 should always be negative ??


On Mon, Apr 14, 2014 at 6:55 PM, Amit Goyal [via Discussion forum] <[hidden email]> wrote:
The problem is very easy. All you need is find conditions under which excess demand is 0 in different situations.
3 (a)
4 (d)
5 (b)
6 (b)
7 (b)


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: Amit Sir Help

vandita24x7
In reply to this post by Amit Goyal
Amit Sir, Please reply...


On Mon, Apr 14, 2014 at 10:13 PM, vandita mishra <[hidden email]> wrote:
Sir firstly, if all i need to find is conditions under which excess demand is 0 in different situations, then what is the differnce between the questions...find positive equilibrium and find "unique" positive equilibrium?? Sir in this context please give your answer for question 4 where u chose None of the above, and please explain how you got the conditions for question 5. ( Here why Beta 2 has to be positive sir?)

The first order linear differntial equation I got is.. dP/dT - B2P = B1       (B2= Beta 2 , B1 = Beta1)
So sir to solve this differntial equation, is it not that B2 should always be negative ??


On Mon, Apr 14, 2014 at 6:55 PM, Amit Goyal [via Discussion forum] <[hidden email]> wrote:
The problem is very easy. All you need is find conditions under which excess demand is 0 in different situations.
3 (a)
4 (d)
5 (b)
6 (b)
7 (b)


If you reply to this email, your message will be added to the discussion below:
http://discussion-forum.2150183.n2.nabble.com/Amit-Sir-Help-tp7586871p7586884.html
To start a new topic under General Discussions, email [hidden email]
To unsubscribe from Discussion forum, click here.
NAML


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Re: Amit Sir Help

Amit Goyal
Administrator
To understand the question you must know the meaning of necessary and sufficient conditions. Rest is just plotting straight line, as per the data provided, to get the answer.