Answer:
The answer is wildcat strike
Explanation:
At times, employees may engage in a Wildcat strike that is, a strike without the union's consent, or a slowdown, wherein employees report to work but intentionally decrease their productivity.
Answer:
The current share price is $82.85
Explanation:
D1 = (2.85*1.25)
= 3.56
D2 = (3.56*1.25)
= 4.45
D3 = (4.45*1.25)
= 5.566
Value after year 3 = (D3*Growth rate)/(Required rate - Growth rate)
= (5.566*1.045)/(0.105 - 0.045)
= $96.95
current price = Future dividend and value*Present value of discounting factor
= 3.56/1.105 + 4.45/1.105^2 +5.566/1.105^3 + $96.95/1.105^3
= $82.85
Therefore, The current share price is $82.85
Answer:
Company 1 = $2 per share
Company 2 = $2.50 per share
Explanation:
Given that,
EBIT for both companies = $1,000
Number of shares outstanding for company 1 = 500
Number of shares outstanding for company 2 = 300
Interest paid by company 2 = $250
EPS for company 1:
= (Total income - Preferred dividend) ÷ Shares outstanding
= ($1,000 - $0) ÷ 500
= $2 per share
EPS for company 2:
= (Total income - Preferred dividend) ÷ Shares outstanding
= ($1,000 - $250) ÷ 300
= $750 ÷ 300
= $2.50 per share
Answer:
$88,000
Explanation:
Calculation to determine What amount of compensation should Argon report in Logan's Form W-2 for year 2
First step is to determine the bargain element
Bargain Element=$25 per share-$10per share
Bargain Element=$15 per share
Now let determine the amount of compensation
Using this formula
Compensation=Salary earned+Taded stock+(Shares of publicly traded stock*Bargain element)
Let plug in the formula
Compensation=$60,000+$13,000+($100 shares*$15 per share)
Compensation=$60,000+$13,000+$15,000
Compensation=$88,000
Therefore the amount of compensation that Argon should report in Logan's Form W-2 for year 2 $88,000
