Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Question
i need this in words
not handwritten
just Rewrite this
![if the
dx*
эт
changes then, demand will change in X->
1
Px + Py [1/0₂ Py² ] 1/60-1
Pr
dx*
Similarly you will get for de de de
&
др](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fd5e4228f-9210-4db3-b17d-340ce6e8a9a2%2Ffc4293cc-2e35-4b1e-923e-07424a86f750%2Flpofklo_processed.jpeg&w=3840&q=75)
Transcribed Image Text:if the
dx*
эт
changes then, demand will change in X->
1
Px + Py [1/0₂ Py² ] 1/60-1
Pr
dx*
Similarly you will get for de de de
&
др
![The Lagrangian model will be,
u(x, y) = (x²+ Bypy/p
2 = (x²+6²) ² + > [m- Pax-B₂Y]
ƏL
O² = 1/(x²+ Dyp) / P. ¹ P. X²-²¹ -> ²x = 0
dx
P.XP-1
dy =
&
- @yp) - 1
- ÷ (x² + y²) 4²¹ p. 3²¹ - 26=0 @
P-1
dL
गू
0÷6
=
m - Px x - PyY=0
½/P(X² + 0 yp) / ²! p
½ (x²-yropy!
XP-1
Ⓒyp-T
1
=> y*
Px
Similarly, x* =
Py
- 3
Put this value of x in Ⓡ,
P-1
PXP
=> x =
-
- - -
Px. [B. 0²-17/2 - +1
by
Py
ру у
Px
- [ Orij
Ру
Py + O]
Px [Py. 0]'/P-₁
- 0
Py
-> Demand function
of y.
m
Px + Py [ + Py 71/p₁ - Demand fr of
Px
x.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fd5e4228f-9210-4db3-b17d-340ce6e8a9a2%2Ffc4293cc-2e35-4b1e-923e-07424a86f750%2F4nr7otq_processed.jpeg&w=3840&q=75)
Transcribed Image Text:The Lagrangian model will be,
u(x, y) = (x²+ Bypy/p
2 = (x²+6²) ² + > [m- Pax-B₂Y]
ƏL
O² = 1/(x²+ Dyp) / P. ¹ P. X²-²¹ -> ²x = 0
dx
P.XP-1
dy =
&
- @yp) - 1
- ÷ (x² + y²) 4²¹ p. 3²¹ - 26=0 @
P-1
dL
गू
0÷6
=
m - Px x - PyY=0
½/P(X² + 0 yp) / ²! p
½ (x²-yropy!
XP-1
Ⓒyp-T
1
=> y*
Px
Similarly, x* =
Py
- 3
Put this value of x in Ⓡ,
P-1
PXP
=> x =
-
- - -
Px. [B. 0²-17/2 - +1
by
Py
ру у
Px
- [ Orij
Ру
Py + O]
Px [Py. 0]'/P-₁
- 0
Py
-> Demand function
of y.
m
Px + Py [ + Py 71/p₁ - Demand fr of
Px
x.
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