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[求助答疑] 我有一些经管类的数学问题,请问本版是专署的答疑区吗? [推广有奖]

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楼主
sleepydormouse 发表于 2008-10-7 12:12:00 |AI写论文

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rt,3u!!! 我有一些经管类的数学问题,请问本版是专署的答疑区吗?

[此贴子已经被作者于2008-10-7 12:22:35编辑过]

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关键词:数学问题 经管类 数学 经管 专署

沙发
jialixinaa 发表于 2008-10-7 13:21:00

这是微观经济学的问题。

藤椅
sleepydormouse 发表于 2008-10-7 14:08:00

我有一些经管类的数学问题,请问本版是专署的答疑区吗?

请问如何计算,这是一道出现在我数学书上的习题。谢谢!

板凳
sleepydormouse 发表于 2008-10-9 18:39:00

我有一些经管类的数学问题,请问本版是专署的答疑区吗?

help me,please!

[此贴子已经被作者于2008-10-9 18:42:08编辑过]

报纸
burrowu 发表于 2008-10-10 19:49:00

Here's the solution.

You need to treat the money as an unknown. Suppose you have $m amount of money. First you solve the following maximization problem

   max x^{1/2} y

s.t. x + 4 y = m

It gives U_max(m) = 8/sqrt{3} * m^{3/2}. That is the maximal utility you can achieve when you have $m money. 

Now the marginal utility with respect to money is the direvative of U_max with respect to the variable m, which gives 4 * sqrt{3} * sqrt{m}. It is 1 when m equals to 48.

地板
sleepydormouse 发表于 2008-10-16 19:09:00
以下是引用burrowu在2008-10-10 19:49:00的发言:

Here's the solution.

You need to treat the money as an unknown. Suppose you have $m amount of money. First you solve the following maximization problem

   max x^{1/2} y

s.t. x + 4 y = m

It gives U_max(m) = 8/sqrt{3} * m^{3/2}. That is the maximal utility you can achieve when you have $m money. 

Now the marginal utility with respect to money is the direvative of U_max with respect to the variable m, which gives 4 * sqrt{3} * sqrt{m}. It is 1 when m equals to 48.

"treat the money as an unknown".

That's the point,thanks.

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