Answer:
The correct answer is option d. to increase the shares outstanding.
Explanation:
A company can repurchase its previously purchased stocks to resell to the employees, for bonuses to employees and to even support the market price of the stock.
But the company certainly will not repurchase its previously purchased stocks to increase the shares outstanding.
I hope the answer is helpful.
Thanks for asking.
Answer:
prepare an expense record, and make certain that his credit is good so he can continue to spend more than he makes
Explanation:
Since in the question it is mentioned that an individual is recently hired as a financial analyst for a big company he remebered that how he can manage his personal finance and the financial concerns so in order to maintain its approach with respect to his own finance we should suggest that first prepare the record of an expense and also certain about the good credit score so that he is able to spend more
Therefore the first option is correct
Answer:
depreciation rate per unit $0.34
Explanation:
To calculate the depreciation cost per unit we divide the amount subject to depreciation by the estimated untis production over its useful life:
depreciable amount:
$41,000 - $3,600 = $ 37,400
depreciation rate:
$37,400 / 110,000 units = $0.34
Answer:
What is the expected dividend yield for Portman's stock today?
d. 6.40%
Suppose Portman is considering issuing 62,500 new shares at a price of $26.78 per share. If the new shares are sold to outside investors, by how much will Judy's investment in Portman Industries be diluted on a per-share basis?
a. $0.52 per share
Thus, Judy's investment will be diluted, and Judy will experience a total loss of $0.52 x 7,500 = $3,900
Explanation:
cost of equity = Re = risk free rate of return + (Beta × market premium) = 5% + (0.90 x 6%) = 10.4%
dividend in one year = $1.68 x 120% = $2.016
intrinsic stock price = $2.016 / (10.4% - 4%) = $31.50
expected dividend yield = dividend / stock price = $2.016 / $31.50 = 6.4%
Judy's loss per share = ($31.50 - $26.78) x (62,500 / 562,500) = $0.5244
