Mikro&aelig;”Œonomik - Vorlesung 4a

# Mikro&amp;aelig;”Œonomik - Vorlesung 4a -...

This preview shows page 1. Sign up to view the full content.

This is the end of the preview. Sign up to access the rest of the document.

Unformatted text preview: !"" # %\$ %( \$ + ' 4 %# # \$ ;8 /# "' % #( + ' + 9: \$ > ' & +. %(+ \$ " 6 : < 6 = * \$ + \$ 9: # (? ' < ' + →\$ A→\$ 3' ' ,+8 → ;8 " ' 6 0 & @ > 6 & +. & A. ( +; & +. , + , + #( #( 4 , \$ 0 1 →\$ . % #(, 1 & 8. ( ;; 5 ( & .( +; * , \$ < & ; #( ' (" " ' ' , ( 1 &.( ; & 8. ( ;; - ,= " #" " +8 # " + , 1 \$ \$% * , ' " # # 3 6 & \$ .- ' () ' ) 2 5 , ' ,+8.+ ' .* , '' 7 # 0 - / 1' 30 # %( \$ # 1 9: 6 = + →;. * x1 = x1 (p1,p2 ,e)bzw. x 2 = x * (p1,p2 ,e). 2 6)7 BC 8, 7 # ) )% - ' ,+8 → ; " + → ;8. x 2 = x *2 (p1,p 2 ,e) bzw. * x1 = x 1 (p1,p2 ,e). \$ +8 . + ) ,7 1 + " " ## 1 : E ## ' 8% 8% # 2 + #' + < 6 8 7 ' + . \$ . & ' " 0 D D (? 1 p >p >p # ' 1 '' 1 ''' 1 x1 e/p1 PKK x1 x1 e/p1 x1 x2 x2 x2 e/p2 E x2 e/p1 ## 7 & 7 A " " A . ; < ) 8%, ' ( . A" A" \$ 1 ; . " F 1 ." # " 2 2 # + ' x2 = 0 . e = p1x1 # " x1 = e / p1 GH , e = p1x1 + p2 x 2 I 6)7 BC 8, 7 # ) )% J ' " 2+ ## + '. +8 --, # " ' e p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p1 p1 8L #( p1 Giffen-Bereich p1 p1 x1 0 x1 x1 x1 x1 ## 8L,/ + C+ & * (\$ ' 70 \$ +8. 0 & " " (M 3 8S. < ## '9 . . # # . ## # 1 6 ' # "" " 1+ & 8. + 1 " " '9 G ( "" +8 . \$ 1 -" ; ." " +' ' 6 ## *0' 1 # 3 < . *0' ' +; "" ' ' ." " \$ 8% 6 - p '' 1 "0 1+ 7' ) 6 .; 1 # ' # " "0 . ' ## 0 8% 1 ## ## 8% 1 ) 6 8%G + # # #, ## ) # # C C ) 8 & +( 6)7 BC 8, 7 # ) )% L p1 p1 p1 p1 x2 ## ' P2 * ; 7 3 '9 " 7 . 1 " # &" '9 (3 " 6 " # # "0 6 Q 8' # \$ ## 8S 8S,- x2 x2 ' \$ x2 6 + 9 . ' .9 # " 0 A" " # & 8( ; 3 .3 # P ) ' < " & # 0 .+ )0 3 # # & ↑(. ; - 6 # # # . + + QR ) # .# # 6 # 6 #" 0 ( '+ 0. # 6 # &( ; , 7 '9 /; +# & 8 ↑(. " + " ## ,7 ,6 1 # 6 A." ∂xi >0 ∂p j # + 0 , 6 " # " G 7 + 6 A." '9 + " " + 1 0 .# + " " ,6 #" * 1 6)7 BC 8, 7 # ) )% S ∂xi <0 ∂p j 6 \$ & 7 ' . 3 0 7 #" # , +. > 3 D • • • 6 + & P+ > 8& (" ( Q 30 # # " 6 3 6 . ' '9 # 1 . + " # " + . , # B ' ' > + # 6 # " * A : "0 ( A # " # ." .# "0 7 " 6 " 1 6 ' 3 6 K# 0 ' . #" 9 # 6 K# & → , 3 1 ' / A" ,7 # % (# \$ + ' " 1 -+ + '- ' 0 . ## : ; #" 1 + # ( # - + . # % (, 6 ;& + #R ( ' + +A T TT ' - → --T → --TT → --TT → →* →- \$ ' ' - % () 7 # ' . 7 A " # # # \$ # \$ & < < (\$ # ) * ' 4 1 5\$ *0' 6 < M2 #. & (" 6)7 BC 8, 7 # ) )% 3 ## < 6 . # xi " ) ' \$ ." ' 8" # # \$ 7 ' p p Nachfrage von Haushalt 1 p Nachfrage von Haushalt 2 p Nachfrage Gesamtmarkt p p xi 1 xi ## 8, 8 < . \$ " \$ # \$ 0: ' < ' < * * 2 xi + xi = xi 1 2 ' < = * ' # = ' #" * \$ 0 ." 0 + @ \$ . < x1 # " x 2 i i #' + ' '9 6 " 8 # \$ + '+ 6 ' , ' # . = # C < & A" R ( \$ 6 ' # ' < * ' 8( 8 >" < < # ' # ' # x = x1 + x i2 . i 6 # # # \$ + < < p& @ \$ ! # = + # p + 3 < # # ( +@ p& @ " # p M 9 " 0 & \$ K# ' # ( 6)7 BC 8, 7 # ) )% U 1 6 ' " ? # P # 1 " ' *9 Q. # ' ' \$ " " # ) 9: \$ ! 0 %(\$ \$ *0' # 1+ 6 1 6 " 1 + #. 9 \$ # \$ + 6 " " / . ' " ' 9' '9 < #" ' \$ Q > 30 / , \$ &+* # 1 " #0 6 ' - ' 0' . \$ . "' " & -( < (,P? > # #" # 9: .A \$ ' / # 0 . # # \$ ' ,1 . ' 1 \$ 6 \$ " + +# ' 0 " \$ B + # " .6 #0 ' 30 8 # \$ + # 6 " # \$ \$ ' \$ "' < # ' 6 v x1 3 ;8@ ;8& 8.; 8( + # < & 8.;8( + ' ## 7 * ' 6 ' v' 1 " " # # #. ) x 9 v 1 " x" v 1 \$ ' \$ \$ 1 " v . x1 '' ' # +' 1 . #0 ' = 60.000 .\$ .\$ % # " \$ S 6 , " x = 20.000 v = 40.000 . x1 ''' 6)7 BC 8, 7 # ) )% O p N20 N40 N60 p1 p1 p1 D E B N 0 20.000 ## 40.000 8 ,\$ 0 60.000 ' \$ )# 0 ' * " # x1 ,\$ ' A" # \$ ' ' 0 ' \$ .\$ % .\$ S ' \$ ' \$# \$ A" # * \$ ' 9 ' ' p1 p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
View Full Document

## This note was uploaded on 11/04/2009 for the course VWL VWL taught by Professor Ka during the Spring '06 term at Uni Münster.

Ask a homework question - tutors are online