Answer:
B. is designed to expand real GDP.
Explanation:
Expansionary fiscal policy is a term used in economics, it refer to the fiscal policies which aim to expand or grow economy. Measure been taken to increase demand of goods and services in the market, through increasing governement spending, decreasing taxes and various other changes in policies, so that economy can grow. Expansionary policy can be either of fiscal policies or Monetary policies.
Answer:
Aji Fatou and Mustapha both obey the two-period model of consumption. Aji Fatou earns $100 in the first period and $100 in the second period. Mustapha earns nothing in the first period $210 in the second period. Both of them can borrow or lend at the interest rate r. You observe both Aji Fatou & Mustapha consuming $100 in the first period and $100 in the second period. Suppose the interest rate increases. The increase in interest rate will make Aji Fatou better off in both period.
a. True
b. False
Answer:
Debit Cash and Interest Expense; Credit Notes Payable.
Explanation:
This Journal entry would increase Cash, Interest Expense; and Notes Payable. For example, a borrower would receive $9,901 (proceeds) for a $10,000 (face value) note discounted $101 the journal entry would be debit Cash $9,901, debit Interest Expense $101 and credit Notes Payable $10,000.
Answer:
D. Shortages abound due to the fact that the government cannot rely on good information.
Answer:
The optimal stocking level is 243 boxes
Explanation:
In order to calculate the optimal stocking level we would have to calculate the following formula:
optimal stocking level=mean+(Z* standard deviation)
According to the given data we have the following:
mean=250 boxes per day
standard deviation=22 boxes
To calculate the z value we would have to calculate the service level as follows:
service level=shortage/(shortage+overage)
service level=3/(3+5)
service level=0.38
Hence, z value is -0.31
Therefore, optimal stocking level=250 + (-0.31 * 22)
optimal stocking level=243 boxes
The optimal stocking level is 243 boxes
