DEPARTMENT OF ECONOMICS
(due IN LECTURE Friday, October 31
P&R, page 307, #10.
To this part, also calculate the number of firms in the industry.
Find the LR equilibrium output for the industry and for each firm in this
Thus, find the new number of firms after either entry or exit has
occurred from your answer in (b).
Also, then, find the new number of firms
after LR equilibrium has been reached.
(It may not be an integer, but run with
It should, however, reflect the entry or exit you found in (b).
Namely, if you
said entry in (b), your new LR number of firms should be HIGHER than the
number you found in my added part (a) above).
Suppose Jerry’s Jumbo Jelly Roll Jamboree has the following total cost
TC ( A , r , w , K
, q )
This function may look familiar, with
a measure of technological progress.
Assume capital is fixed at
for our purposes in this problem.
If Jerry is a profit maximizing price taker in the competitive market for jelly
rolls and can sell them for a price
in that market, find an expression for his
(A , w , K
, P ) .
What is Jerry’s own price elasticity of
Sketch, in an appropriate diagram, Jerry’s supply curve for the case in
r = $48 / unit,
w = $1 / hour ,
A = 1 , and K
With the same numbers in (a), find Jerry’s profit maximizing output and the
corresponding profit if
P = $64 / roll (remember, they’re jumbo!).
You may integrate here, but you should also be able to find it
using simpler means.
Integrate to check yourself should you feel so inclined.
Again, sketch his supply curve in this case and shade the appropriate producer
Is the jumbo jelly roll industry in long run equilibrium?
Why or why not?
not, calculate the long run equilibrium price and each individual firm’s long run
Assume all firms in this industry are identical to Jerry.
Assume the same values input prices, technological progress, and capital as you