Given the following model: Qd = Qs %3D Qd = a - bP (а, b > 0) Qs = -c + dP (c, d > 0) di mana Qd ialah kuantiti yang diminta, Qs ialah kuantiti yang dibekalkan dan P ialah harga komoditi itu. Terbitkan persamaan untuk harga keseimbangan dan kuantiti dengan menggunakan kaedah penghapusan pembolehubah. where Qd is the quantity demanded, Qs is the quantity supplied and P is the price of the commodity. Derive the equations for equilibrium price and quantity by using the method of elimination of variables.

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Given the following model:
Qd = Qs
%3D
Qd = a - bP
(a, b > 0)
Qs = -c + dP
(c, d > 0)
di mana Qd ialah kuantiti yang diminta, Qs ialah kuantiti yang dibekalkan dan
P ialah harga komoditi itu. Terbitkan persamaan untuk harga keseimbangan
dan kuantiti dengan menggunakan kaedah penghapusan pembolehubah.
where Qd is the quantity demanded, Qs is the quantity supplied and P is the
price of the commodity. Derive the equations for equilibrium price and quantity
by using the method of elimination of variables.
Transcribed Image Text:Given the following model: Qd = Qs %3D Qd = a - bP (a, b > 0) Qs = -c + dP (c, d > 0) di mana Qd ialah kuantiti yang diminta, Qs ialah kuantiti yang dibekalkan dan P ialah harga komoditi itu. Terbitkan persamaan untuk harga keseimbangan dan kuantiti dengan menggunakan kaedah penghapusan pembolehubah. where Qd is the quantity demanded, Qs is the quantity supplied and P is the price of the commodity. Derive the equations for equilibrium price and quantity by using the method of elimination of variables.
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