a. ANSWERS
Pe = Rs. 4
Qe = 25 units
SOLUTIONS
At equilibrium Qd = Qs
=> 65 - 10P = -35 + 15P
=> 65 + 35 = 10 P + 15 P
=> 100 = 25P
=> P = Rs. 4
Substituting Rs. 4 for P in demand equation gives
Qe = 65 - 10(4)
= 65 - 40
= 25 units
Therefore, equilibrium price is Rs. 4 and equilibrium quantity is 25 units
b. (I) When P = Rs. 6
Qd = 65 - 10(6)
= 65 - 60
= 5 units,
Qs = -35 + 15(6)
= -35 + 90
= 55 units
Qs - Qd = 55 - 5
= 50 units (excess supply)
Therefore, there is excess supply of 50 units in the market
(ii) When P = Rs. 2
Qd = 65 - 10(2)
= 65 - 20
= 45 units
Qs = -35 + 15(2)
= -35 + 30
= -5 units
Qd - Qs = 45 - (-5)
= 50 units (excess demand)
Therefore, if price is Rs. 2 there is excess supply of 50 units in the market.
c. Shown on the diagram in (a).
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