Because of those issued transaction, Edwards Co. must provide the disclosure about the stock issuance in the footnotes included with the December 31, Year 1 financial statements
A Footnote is a section for financial disclosure that shows how the numbers in the statement of financial position and cash flow statements were determined.
- Here, there are various stocks in Edward Company which were issued in the accounting year.
Hence, because of those issued transaction, Edwards Co. must provide the disclosure about the stock issuance in the footnotes included with the December 31, Year 1 financial statements
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Answer: At the age of 65 the money will be $90337.5
Explanation: There are 365 days in a year take $5 multiply it by 365 to get the money after one year then multiply it by 10 % to get an interest per year. Add the interest to the amount then multiply by 43 years.
Note 65years-22 years = 43 years
$5×365= $1825
$1825×10%=$182.5
=$182.5+$1825=$2007.5/year
$2007.5×43= $90337.5
Answer:
the earning per common share is $3.83 per share
Explanation:
The computation of the earning per common share is shown below
= Net income ÷ weighted number of outstanding shares
= $1,143,000 ÷ (298,000 shares)
= $3.83 per share
We simply divided the net income from the weighted number of outstanding shares so that the earning per share could be determined
hence, the earning per common share is $3.83 per share
Answer:
Rate of return is 16.11%
Explanation:
Dividend Valuation method is used to value the stock price of a company based on the dividend paid, its growth rate and rate of return. The price is calculated by calculating present value of future dividend payment.
Formula to calculate the value of stock
Price = Dividend / ( Rate or return - growth rate )
$54 = $6 / ( Rate or return - 5% )
Rate or return - 0.05 = $6 / $54
Rate or return - 0.05 = 0.1111
Rate or return = 0.05 + 0.1111
Rate or return = 01611
Rate or return = 16.11%
Pn = P0(1+r)∧n
Pnis future value of P0
P0 is original amount invested
r is the rate of interest
n is the number of compounding periods (years, months, etc.)
P(n) = 2250(1+(.03/4)∧8
** since the interest is compounding quarterly, you need to divide the rate by 4, the number of quarters in a year.
Then you would do the math.
