Answer:
hello your question has some missing part attached below is the missing demand curve
Answer :
1) the quantity of health procedures Individuals will demand is greater than the optimal quantity ( 20 procedures )
2) quantity of medical procedure
3) $200
Explanation:
1) Based on the given demand and supply, the given transportation problem is the quantity of health procedures Individuals will demand is greater than the optimal quantity ( 20 procedures )
2) A dummy quantity of medical procedure should be introduced
3) Total cost of optimal solution
optimal quantity of medical procedure ( Qd) * price of medical procedure(Qp)
= 20 * 100
= $200
Answer:
Spillover cost.
Explanation:
Spillover cost refers to those costs or changes in the value of a certain good that are caused by issues external to the intrinsic characteristics of said good. Thus, for example, external influences such as limitations on oil extraction or the development of electric cars can generate a massive drop in the prices of conventional gasoline cars. Another clear example of this situation is the one described in the question, where a negative change in a certain neighborhood can lower the prices of the houses found there.
Answer:
Earning Satisfactory Profits
Explanation:
Based on the information provided within the qeustion it seems that the management of Fresnas Designs Inc. bases its pricing policy on Earning Satisfactory Profits. This is basically when a company revolves all their decisions around trying to make a reasonable level of profits that is consistent with the level of risk that they face. Which is what Fresnas is doing by pricing their products reasonably as opposed to pricing them higher even thought hey can.
Answers A and E seem correct. B makes no sense. C makes no sense. and my renters insurance was very cheap vs property insurance.
Explanation: The study of microeconomics helps the decision makers to analyze and determine how the productive resources are allocated for various goods and services. It also helps in solving the producers' dilemma of what to produce, how much to produce and for whom to produce. <33
