Answer: The contingency approach
Explanation:
The contingency approach is one of the type of management theory that helps in understanding the various types of principles in an organization and it is also refers as the situational approach.
The main objective of the contingency approach is that it provide manager the different types of ways to give reaction on the given issue and different types of situation.
According to the question, the contingency approach helps in providing the different types of effective ideas to the manager where they facing different types of problems in an organization.
Therefore, contingency approach is the correct answer.
Answer: Major part of share should be given to henry and the rest should be given to other children.
Explanation: In the given case, Henry is going to get divorced next year hence if he gets to have his part of share today, he have to split the half with his wife after the divorce.
Thus, Anna and John should gift the major part to Henry as he is suffering from financial crisis and leave the remaining portion for other two kids. Also the division should be done only after the divorce of Henry and as a gift so that he did not need to pay the tax.
Answer:
839,793 stocks
Explanation:
Net proceeds = total proceeds - underwriting fees
- net proceeds = $24,200,000
- total proceeds = [stock price x (1 - spread)] x total number of stocks
- underwriting fees = $631,000
$24,200,000 = [$32 x (1 - 0.076)]X - $631,000
$24,831,000 = $29.568X
X = $24,831,000 / $29.568 = 839,793 stocks
<span>9.20 percent
Re= 0.036 +1.2(0.085) = 0.138
Re= [($1.10 x 1.02)$19] +.02 = 0.0790526
ReAverage = (0.138 + 0.0790526)/2 = 0.108526
WACC = (1/1.65)(0.108526) + (0.65/1.65)(0.098)(1-0.32) = 9.20 percent</span>
Answer:
Instructions are below.
Explanation:
Giving the following information:
First investment:
5 deposits for 5 years at an interest rate of 10%.
Second investment:
Lump-sum for 25 years at an interest rate of 8%.
We weren't provided with the value of the deposits, but I can provide the formulas and an example.
<u>First investment:</u>
FV= {A*[(1+i)^n-1]}/i
A= annual deposit= $2,000
FV= {2,000*[(1.10^5)-1]} / 0.10
FV= $12,210.2
<u>Second investment:</u>
FV= PV*(1+i)^n
FV= 12,210.2*(1.08^25)
FV= $83,621.25
