Exhibit 25-3
|
Firms |
Market Share |
|
A |
7% |
|
B |
12% |
|
C |
3% |
|
D |
9% |
|
E |
10% |
|
F |
20% |
|
G |
6% |
|
H |
6% |
|
I |
14% |
|
J |
5% |
|
K |
5% |
|
L |
3% |
Refer to Exhibit 25-3. The four-firm concentration ratio for this industry is
| a. |
46 percent. |
|
| b. |
49 percent. |
|
| c. |
56 percent. |
|
| d. |
44 percent. |
|
| e. |
This cannot be determined without further information. |
Refer to Exhibit 25-3. The Herfindahl Index for this industry is currently
| a. |
10,000. |
|
| b. |
840. |
|
| c. |
1,980. |
|
| d. |
1,330. |
|
| e. |
1,110. |
Refer to Exhibit 25-3. The Justice Department would consider this industry to be
| a. |
concentrated, because the top four firms together control more than 80 percent of the market share. |
|
| b. |
concentrated, because there are fewer than 100 firms in the industry. |
|
| c. |
unconcentrated, because there is more than 1 firm in the industry. |
|
| d. |
unconcentrated, because the Herfindahl index is less than 1,800. |
|
| e. |
unconcentrated, because the Herfindahl index is more than 1,800. |
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PX = $9500 PY =
$10000 I = $15000 A = $170000 W
= 160
This function is:
Qs = 89830 -40PS +20PX +15PY +2I
+.001A +10W
1. Use the above to calculate the arc price elasticity
of demand between PS = $8000 and PS = $7000. The arc elasticity
formula is:
Ep= Q/P8 * P1+P1/Q1+Q2
2. Calculate the quantity demanded at each of the above prices and
revenue that will result if the quantity is sold (fill in table
below).
PS QS Revenue
$8000
$7000
3. Marketing suggests lowering the price PS from $8000 to $7000. The size of the elasticity coefficient in #1 should tell you what is likely to happen to revenue. Explain why this is (or is not) a good marketing suggestion from a revenue viewpoint (note: your answer in #1 and the calculations in #2 should be giving the same message). If the implications in #1 and #2 differ, does the difference make sense (or did you make a mistake in #1 or #2)?
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= 141600). Does this elasticity value indicate that demand for
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The formula is:
Qs/Px *Ps/Qs
5. Calculate the point cross-price elasticity of demand between Qs and Px with Px = $9500. Use Qs corresponding to Ps = 8000. Other variables and their values are as given at the top, before question #1. Does this elasticity indicate that the demand for Smooth Sailing’s boats is relatively responsive to changes in Px? Explain why or why not. The formula is:
Esx= QS/Px*Px/Qs
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between QS and Py, given that Py = 10000 and that PS = $7500 (thus
QS should equal 161,600). Other variables are as given at the top
before #1. Does this elasticity indicate that the demand for Smooth
Sailing boats is relatively responsive to changes in Py? Explain
why or why not. The formula is:
Esy= Qs/Py *Py/Qs
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