Answer:
B. the pain of losing $1,000 on a bet exceeds the pleasure of winning $1,000 on a bet.
Explanation:
A risk averse person is an individual or person rather who prefers lower returns with known risk than higher returns with unknown or higher risks. In this case, the individual prioritizes preservation of capital at hand over the potential of a more than average return. In this scenario, for a risk averse individual, the pain of losing $1,000 on a bet exceeds the pleasure of winning $1,000 on a bet based on the high uncertainty attached to winning the $1000 bet.
Solution:
Given ,
1 Year interest rates in Europe = 4 %
1 Year interest rates in the U.S. = 2 %
You are translating $200,000 and spending $200,000 in French
Current spot rate of the euro = $1.20
a. (2%-4%)/(1+4%)=(S - 1.20) / 1.20
S= $1.1769 one year Euro rate
b. ( $1 / 1.20 )( 1 + 4% )* 1.12 = $.9707 return of -2.93% (loss)
c. ( $1 / 1.20) ( 1 + 4%)* 1.31 = $1.1353 return of 13.53% (gain)
d . ($1 / 1.20) ( 1 + 4%) *S = $1 (1+2%) ;
S=$1.1769
A spot rate of over $1.17697 (this is the same in part A) would be effective.
LAST QUESTION ANSWER: Federal Trade Commission (FTC)
Answer: offset
Explanation:
An offset is a countertrade agreement whereby a company offsets the hard currency purchase of a product that is unspecified from a particular nation in the future.
An offset involves the seller helping in marketing products that are manufactured by the buying nation or allowing part of the assembly of the exported product's to be carried out by the manufacturers in the buying nation.
Offset is common in defense, aerospace, and some infrastructure industries and it is common for larger and expensive items.
Answer:
13.28%
Explanation:
return on stockholders' equity = net income after taxes and preferred stock dividends / average stockholders' equity
- net income = $1,429,000
- preferred stocks dividends = 8,000 stocks x $75 x 6% = $36,000
- average stockholders' equity = ($10,317,000 + $10,662,000) / 2 = $10,489,500
return on stockholders' equity = ($1,429,000 - $36,000) / $10,489,500 = 13.28%
