Answer:
Consider the following explanation
Explanation:
a) J. Crew is issuing its catalogs monthly in response to inflation. This will incur cost and it is known as 'Menu Cost'.
b) Grandpa has bought annuity which has promised $10,000 a year for the rest of his life. However, higher than expected inflation means grandpa has lesser purchasing power. This is loss of purchasing power and also 'redistribution cost'. In higher inflation borrower tends to get benefit. Here insurance company is at the gain.
c) Maria is witnessing loss of purchasing power because of hyper inflation. In such scenario, cost keeps rising and product's price could be higher a few hours later. This was witnessed in Germany as well as in Zimbabwe. People run to the stores as soon as they get cash or salary. It is known as 'shoe leather cost'. People make frequent trips to banks or stores but do not keep cash in fear of losing value.
d) Gita actually earned only 5% on her portfolio but as her income is in taxable bracket so she has to pay 20% tax. Her income from portfolio not even compensated inflation. This is a redistribution cost and also known as fiscal drag. More people fall into bracket because higher nominal income but real income is neglected which makes people worse off.
e) Father thinks that son is earning far more than him but inflation over the period of time erodes purchasing power and it could be possible that current income might be lower, same or higher comparing to inflation data. However, if it is lower then it is obviously loss of purchasing power.
Answer: An ethical dilemma
Explanation:
An ethical dilemma is a situation where an individual is faced with making a decision between two options where if any option is chosen the individual might act against his/her moral principle. Like in the question, John is faced with the option of either complaining about child labor and then the child losses his/her source of income or allowing things to be as they already are.
Answer:
n= 39.49 years
Explanation:
Giving the following information:
Present value (PV)= $2,600
Future value (FV)= $4,375
Interest rate (i)= 0.33/100= 0.0033
<u>To calculate the number of years, we need to use the following formula:</u>
n= ln(FV/PV) / ln(1+i)
n= ln(4,375/2,600) / ln(1.0033)
n= 157.96/4
n= 39.49 years
