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A year of unusually bad weather for agriculture would:
1) increase SRAS but not LRAS.
2) increase SRAS and LRAS.
3) decrease SRAS but not LRAS.
4) decrease SRAS and LRAS.
Business Economics, Economics
Assume that a perfectly competitive firm has the following revenue and cost functions: TC= 5625 +5Q + 0.01Q^2 AVC=5 + 0.01Q MC=5 + 0.02Q TR=20Q A) What is the level of output that maximizes profits, if any? Compute profi ...
What is the supply curve, how do you apply the law of supply in economics?
Consider the following Cournot oligopoly: There are two identical firms in the industry, which set their quantities produced simultaneously. The two firms face a market demand curve, Q = 120 - P, in which Q = q1 + q2. Ea ...
In an experiment with equiprobable outcomes, the sample space is S = {1,2,3,4} with P(s) = 1/4. A1 = {1,3,4}, A2 = {2,3,4}, A3 = ∅(null set). Are the events independent? Show all works.
If Average Fixed Costs are 9.7 and Average Variable Costs are 9.6 at 3 units of output, what are Average Total Costs? i.e., what are Average Total Costs per unit at 3 units of output?
COWCOR COPR currently has $76 million in debt outstanding with a 6% interest rate. The terms of the loan require it to repay $19 million of the balance each year. Suppose the marginal corporate rate is 40% and that the i ...
Determine the minimum sample size required when you want to be 95% confident that the sample mean is within one unit of the population mean. Assume a standard deviation of 4.3 in a normally distributed population.
Elasticity question Please show work very elementary I'm having a hard time understanding. Find e=dq/dp*p/q at profit maximizing given the following: Qd = 12 - 4p TC = 8-12q + 3q^2
Why are farmers paid so little? The price of agricultural goods like chickens and coffee has been falling for decades and the share going to farmers has also been falling. What is the "Global division of labor" in food p ...
From a random sample of 68 businesses, it is found that the mean time that employees spend on personal issues each week is 5.8 hours with a standard deviation of 0.35 hours. What is the 95% confidence interval for the am ...
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