Answer:
The equivalent present worth of the series is $27,714.
Explanation:
We have a series of five payments (n=5), paid at the end of the year, starting with $6,000 and increasing at a rate of 5% per year.
The inflation rate is 4% and the market interest rate is 11%.
The equivalent present worth of the series, where we take into account yearly increments and discount the value by inflation and interest rate, is:
Where:
h: increment in the payments (5%)
i: rate of inflation (4%)
r: market interest rate (11%)
Then,
Answer:
Settlement Date
Explanation:
The broker is expected to be notified on the date which the cash or assets has been transferred has been completed. The settlement date simply refers to the date that the trade or sales of shares of stock settles, and thus when using specific identification rather than FIFO, the broker dealer must be notified no later than the settlement date for cost basis reporting.
Answer:
C. 13.7
Explanation:
First, we look for the unemployees who seek and want a job
100 people
-10 U-16
-10 retired
-63 employeed
- 7 unemployeed but not seeking for job
10 unemployeed who wants and seeks for a job.
<em>unemployement rate: unemployes / labor force </em>
<u>where:</u>
labor force = employees + unemployees
10 + 63 = 73
unemployement rate = 10/73 = 0.136986 = 0.137
Answer:
$225
Explanation:
Remember, the interest rates of a loan are spread out equally each month.
Therefore, we calculated the value of the total interest in dollars for a year:
30,000/100 x 9 = $2,700 (annual interest in dollars)
Next, we divide the annual interest in dollars by 12 to get the value from the first month:
$2700/12= $225 (First month interest in dollars)
Answer and Explanation:
The computation is shown below:
As we know that
According to the Capital Asset Pricing Model (CAPM) formula
Expected rate of return = Risk-free rate of return + Beta × (Market rate of return - Risk-free rate of return)
And, the market rate of return - Risk-free rate of return is also known as the market risk premium
As we can see that the Alcoa contains high beta as compared to Hormel Foods so the Alcoa has a higher equity cost of capital
And, the higher rate is
= (Excess return of the market) × (Alcoa beta - Hormel foods beta)
= (3%) × (1.85 - 0.39)
= 3% × 1.46
= 4.38%
