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Suppose there are 200 identical firms in a perfect competitive industry. Moreover, assume that each firm has the following short run cost function: C(q) = 0.5q2 + 5q + 20.
a) Compute the short-run supply curve for a single firm, expressing q as a function the price P.
b) Calculate the short-run industry supply curve.
c) Now assume that the market demand is given by QD = 1000 - 50P. Compute the short-run equilibrium price and its corresponding quantity.
In preparation for your network design project, discuss with your classmates ideas for addressing the security vulnerabilities in the network design. In your discussion, address the following:
The service bar was almost full of guests, and most of the seated guests in the dining area had finished their entrées or were just beginning their desserts. What can Karla do to solve the problem?
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a) Construct the appropriate control chart from the above data using a 3-standard deviation limit.
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A daily sample of 30 times was taken over a period of 14 days in order to establish attributes control limits. If 21 defectives were found, what should be the upper and lower control limits of the proportion of defectives?
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