需求函數計算 - 經濟
By Zenobia
at 2008-12-28T22:54
at 2008-12-28T22:54
Table of Contents
※ 引述《zxc321 (堅持到底 )》之銘言:
: 來源: (例如: 90政大經濟系)
: 問題:General Motors estimates that U.S. demand for its newest product will
: be: Qus=30,000-0.5P. Export demand will be Qex=25,000-0.5P.
: The total market demand will be a
: (A)straight line with a slope -0.5
: (B)straight line with a slope -1.0
: (C)kinked line with the kink at Q=25,000
: (D)kinked line with the kink at P=50,000
: 答案為D,這題計算我不知道怎麼算,我想應該是兩個函數相加
: 不過算了很久還是都沒有選項的答案... 謝謝~~
Q=30000-0.5P ==>當Q=0 P=60000 你可以分別用兩個P-Q圖畫出需求線
Q=25000-0.5P ==>當Q=0 P=50000
然後接下來就是水平加總
故
當P>50000 只有 Q=30000-0.5P有需求 故總需求=30000-0.5P
當P<50000 總需求= (Q=30000-0.5P)+(Q=25000-0.5P)=55000-P
故有一條以(P=50,000 Q=5000) 為折坳點的市場總需求線
希望你看得懂
--
: 來源: (例如: 90政大經濟系)
: 問題:General Motors estimates that U.S. demand for its newest product will
: be: Qus=30,000-0.5P. Export demand will be Qex=25,000-0.5P.
: The total market demand will be a
: (A)straight line with a slope -0.5
: (B)straight line with a slope -1.0
: (C)kinked line with the kink at Q=25,000
: (D)kinked line with the kink at P=50,000
: 答案為D,這題計算我不知道怎麼算,我想應該是兩個函數相加
: 不過算了很久還是都沒有選項的答案... 謝謝~~
Q=30000-0.5P ==>當Q=0 P=60000 你可以分別用兩個P-Q圖畫出需求線
Q=25000-0.5P ==>當Q=0 P=50000
然後接下來就是水平加總
故
當P>50000 只有 Q=30000-0.5P有需求 故總需求=30000-0.5P
當P<50000 總需求= (Q=30000-0.5P)+(Q=25000-0.5P)=55000-P
故有一條以(P=50,000 Q=5000) 為折坳點的市場總需求線
希望你看得懂
--
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經濟
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at 2008-12-29T10:09
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