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The demand and supply conditions of market for beer are given by the following equations: Qd = 72 - P and Qs = -18 + P a) Fin
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Answer #1

(a)

In equilibrium, Qd = Qs

72 - (2P/3) = - 18 + P

5P/3 = 90

P = 54

Q = - 18 + 54 = 36

(b)

When Qd = 0, P = (72 x 3)/2 = 108

CS = (1/2) x (108 - 54) x 36 = 18 x 54 = 972

When Qs = 0, P = 18

PS = (1/2) x (54 - 18) x 36 = 18 x 36 = 648

(c)

When P = 66, it is higher than equilibrium price and so is effective.

Market price = 66

Qd = 72 - (2 x 66/3) = 72 - 44 = 28

Qs = - 18 + 66 = 48

Market quantity = min(Qd, Qs) = 28

(d)

When Qs = 20,

Quantity consumed = 20

From supply function,

20 = - 18 + P

P = 38 (market price)

NOTE: As HOMEWORKLIB Answering Policy, 1st 4 parts are answered.

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