Now assume that both firms are in the market and they make choices over the quantities that they choose to supply. Assume also that, in equilibrium, firm 1 supplies 1/4 of the market, while firm 2 supplies the remaining 3/4. Then, in equilibrium, Firm 1 charges a smaller (percentage) mark-up over its costs than firm 2. However, Firm 1's mark-up is larger than the mark-up it would charge if it was a monopoly. Firm 1 charges a larger (percentage) mark-up over its costs than firm 2. Firm 1's mark-up is larger than the mark-up it would charge if it was a monopoly. Firm 1 and Firm 2 charge the same mark-up (in percent). This mark-up is smaller than the mark-up they would charge as monopolists. Firm 1 and Firm 2 charge the same mark-up (in percent). This mark-up is larger than the mark-up they would charge as monopolists. Firm 1 charges a larger (percentage) mark-up over its costs than firm 2. Firm 1's mark-up is smaller than the mark-up it would charge if it was a monopoly. O Firm 1 charges a smaller (percentage) mark-up over its costs than firm 2. Firm 1's mark-up is smaller than the mark-up it would charge if it was a monopoly.

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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Now assume that both firms are in the market and they make choices over the
quantities that they choose to supply. Assume also that, in equilibrium, firm 1
supplies 1/4 of the market, while firm 2 supplies the remaining 3/4. Then, in
equilibrium,
Firm 1 charges a smaller (percentage) mark-up over its costs than firm 2.
However, Firm 1's mark-up is larger than the mark-up it would charge if it was a
monopoly.
Firm 1 charges a larger (percentage) mark-up over its costs than firm 2. Firm 1's
mark-up is larger than the mark-up it would charge if it was a monopoly.
Firm 1 and Firm 2 charge the same mark-up (in percent). This mark-up is smaller
than the mark-up they would charge as monopolists.
Firm 1 and Firm 2 charge the same mark-up (in percent). This mark-up is larger
than the mark-up they would charge as monopolists.
Firm 1 charges a larger (percentage) mark-up over its costs than firm 2. Firm 1's
mark-up is smaller than the mark-up it would charge if it was a monopoly.
Firm 1 charges a smaller (percentage) mark-up over its costs than firm 2. Firm 1's
mark-up is smaller than the mark-up it would charge if it was a monopoly.
Transcribed Image Text:Now assume that both firms are in the market and they make choices over the quantities that they choose to supply. Assume also that, in equilibrium, firm 1 supplies 1/4 of the market, while firm 2 supplies the remaining 3/4. Then, in equilibrium, Firm 1 charges a smaller (percentage) mark-up over its costs than firm 2. However, Firm 1's mark-up is larger than the mark-up it would charge if it was a monopoly. Firm 1 charges a larger (percentage) mark-up over its costs than firm 2. Firm 1's mark-up is larger than the mark-up it would charge if it was a monopoly. Firm 1 and Firm 2 charge the same mark-up (in percent). This mark-up is smaller than the mark-up they would charge as monopolists. Firm 1 and Firm 2 charge the same mark-up (in percent). This mark-up is larger than the mark-up they would charge as monopolists. Firm 1 charges a larger (percentage) mark-up over its costs than firm 2. Firm 1's mark-up is smaller than the mark-up it would charge if it was a monopoly. Firm 1 charges a smaller (percentage) mark-up over its costs than firm 2. Firm 1's mark-up is smaller than the mark-up it would charge if it was a monopoly.
Description
Throughout this Quiz, we will consider of an industry with either one or two firms in it.
The Cost function of the first firm is
C(q1) = A * q°
and the cost function of the second firm is
C(q2) = Bq
, where
( A, Β , α, β)
are all positive parameters.
The demand function in this industry is
Q = DP¯Y
where
(D,y)
are positive constants.
Transcribed Image Text:Description Throughout this Quiz, we will consider of an industry with either one or two firms in it. The Cost function of the first firm is C(q1) = A * q° and the cost function of the second firm is C(q2) = Bq , where ( A, Β , α, β) are all positive parameters. The demand function in this industry is Q = DP¯Y where (D,y) are positive constants.
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