Answer: 8.79%
Explanation:
The premium or discount as a percent of NAV will be calculated thus:
NAV will be calculated as:
= (Market value of portfolio - liabilities ) / shares outstanding
= ($310 million - $3million) ÷ 10 million
= $30.7 per share.
Then, the calculation for the discount percent will be:
= (selling price - NAV) / NAV
= ($28 - $30.7) / $30.7
= ($-2.7) / $30.7
= (0.0879)
= 8.79%
Therefore, NAV is trading at discount of 8.79%
Professional athletes attempting only to maximize income will defer larger salaries if DEFERRED PAYOUTS ARE ADJUSTED UPWARD TO COMPENSATE FOR FOREGONE INTERESTS.
If professional athletes, whose sole aim is larger income are asked to wait for sometime before collecting their salaries, with the promise that their incomes will be raise for the period of their waiting, then, most of them will gladly agree to the arrangement, since, they are sure of higher amounts.
Answer:
There is a 0.2419% for a foreman to earn either $1,100 or $900
Explanation:
We calculate the probability of a normal distribution of 0;1
(X-mean)/deviation = Z
(1,100 - 1,000)/100 = 100/100 = 1
900 - 1,00/100 = -100/100 = -1
Given the zame Z value, we have the same probability of a foreman to earn 1,100 or 900
As we are asked for the foreman salary, wewill calcualte the Z for non cumulative, just the probability of a foreman to earn 1,100 or 900 dollars.
We look into the normal distribution table for the value of z = -1 or 1
0.002419707 = 0.2419%
Answer:
$119,176.06
Explanation:
Calculation for How much would you need to invest in B today
First step is to calculate the Future value of annuity (FVA)
FVA =$2,500 * ({[1 + (.115 / 12)](5 × 12) - 1} / (.115 / 12))
FVA = $201,462.23
Since we have known the FVA Second Step will be to calculate the Present value (PV)
PV = $201,462.23 × e-1 × .105 × 5
PV= $119,176.06
Therefore the amount that you would need to invest in B today will be $119,176.06
