Answer:
Stock price = $74.26
Explanation:
<em>The value of a share can be determined using the price earning ratio model. According to this model, the price of a share is estimated as the EPS of the company multiplied by a representative (benchmark) price- earning (P/E) ratio</em> .
The ratio relates the price of a stock to its earning. A stock with a higher P/R indicates a high potent for growth.
Price of stock =Earnings per share( EPS) × benchmark P/E ratio
The appropriate comparative price earnings ratio in the question has been given as 18.8 times.
DATA-
EPS- 3.95
PE- 18.8
Stock price = 3.95 × 18.8= $74.26
Stock price = $74.26
I would say workplace but i need more context.
Answer:
Journal Entry for both type of shares is given below
Explanation:
DATA
Preference shares = 50
Common shares = 500
Dividend for preference shareholders = $6/share
Dividend for Common shareholders = $2/share
Entry DEBIT CREDIT
Dividend (for preference shares) $300
Dividend (for common shares) $1000
Cash $1,300
Working
Preference shares dividend = 50 x $6/share = $300
Common shares dividend = 500 x $2/share = $1000
Answer:
D1 = $3.50
D2 = $3.50
D3 = $3.50
Ke = 10% = 0.1
Po = <u>D1</u> + <u>D2</u> + <u>D3
</u>
(1+ke) (1+ke)2 (1+ke)3
Po = <u>$3.50</u> + <u>$3.50</u> + <u>$3.50
</u>
(1+0.1) (1+0.1)2 (1+0.1)3
Po = $3.18 + $2.89 + $2.63
Po = $8.70
None of the above
Explanation:
In this scenario, we need to discount the dividend in each year by the required at rate of return of 10%. The aggregate of the price obtained as a result of discounting in year 1 to year 3 gives the current market price.
Answer:
13.48%
Explanation:
Calculation for the required return for the company's stock using this formula
Required return = (D1/P0) +g
Let plug in the formula
Required return = [$1.12(1 + 0.115) / $62.91] + 0.115
Required return= [$1.12(1.115) / $62.91] + 0.115
Required return =(1.2488/$62.91)+0.115
Required return=0.019850580194+0.115
Required return = 0.1348 *100
Required return =13.48%
Therefore the required return for the company's stock will be 13.48