Answer:
A. $2,650,000 $3,312,500
B.$532,000 $291,500
C.$10 $10
Explanation:
Before Dividend After Dividend
(a)Stockholders’ equity
Paid-in capital
Common stock, $10 par
$2,650,000 $2,915,000
In excess of par value $106,000
Total paid-in capital
$2,650,000 $3,021,000
Retained earnings
$532,000 $291,500
Total stockholders’ equity
$3,182,000 $3,312,500
(b)Outstanding shares
$265,000 $291,500
(c)Par value per share
$10 $10
10×$26,500=$265,000
$2,650,000+$265,000=$2,915,000
$14×$26,500=$371,000-265,000
=$106,000
$265,000+$26,500=$291,500
False because the powder is always the same cause it would probably just get confusing for the investigators to figure out which powder they need to use
Answer:
The investment in stock H will be $104837.5 while the investment in stock L will be $145162.5
Explanation:
The portfolio return is the weighted average return of the individual stocks that form up the portfolio. The weightage of each stock in the portfolio is the investment in a stock as a proportion of investment in the portfolio.
Let x be the weightage of Stock H.
Weightage of Stock L will be (1-x).
Portfolio return = wH * rH + wL * rL
Plugging in the values,
0.111 = x * 0.129 + (1-x) * 0.098
0.111 = 0.129x + 0.098 - 0.098x
0.111- 0.098 = 0.031x
0.013 / 0.031 = x
x = 0.41935 or 41.935% rounded off to 3 decimal places
(1-x) = 1 - 0.41935 = 0.58065 or 58.065%
Investment in Stock H = 250000 * 41.935% = $104837.5
Investment in Stock L = 250000 * 58.065% = $145162.5
Answer: 180%
Explanation:
Return on investment = (operating income/sales) x (sales/total assets)
=> operating income / total assets
given Operating income=1,800,000
Total assets.1,000,000
Current liabilities.=810,000
Return on investment=1,800,000/1,000,00=1.8 X 100= 180%
He whew eh i’m like hehe good i’m how are you