Answer:
The net savings changed the most, and this is because of the extra money coming in via total income. An extra $290.00 was added to the category.
Explanation:
Answer:
a. ROE (r) = 13% = 0.13
EPS = $3.60
Expected dividend (D1) = 50% x $3.60 = $1.80
Plowback ratio (b) = 50% = 0.50
Cost of equity (ke) = 12% = 0.12
Growth rate = r x b
Growth rate = 0.13 x 0.50 = 0.065
Po= D1/Ke-g
Po = $1.80/0.12-0.065
Po = $1.80/0.055
Po = $32.73
P/E ratio = <u>Current market price per share</u>
Earnings per share
P/E ratio = <u>$32.73</u>
$3.60
P/E ratio = 9.09
b. ER(S) = Rf + β(Rm - Rf)
ER(S) = 5 + 1.2(13 - 5)
ER(S) = 5 + 9.6
ER(S) = 14.6%
Explanation:
In the first part of the question, there is need to calculate the expected dividend, which is dividend pay-our ratio of 50% multiplied by earnings per share. We also need to calculate the growth rate, which is plowback ratio multiplied by ROE. Then, we will calculate the current market price, which equals expected dividend divided by the difference between return on stock (Ke) and growth rate. Finally, the price-earnings ratio is calculated as current market price per share divided by earnings per share.
In the second part of the question, Cost of equity (return on stock) is a function of risk-free rate plus beta multiplied by market risk-premium. Market risk premium is market return minus risk-free rate.
Answer:
The expected return of your portfolio is 6.02%
Explanation:
Stock Value Expected Rate of return Weightage
A $200 8% $200/$300 = 0.67
B $100 2% $100/$300 = 0.33
Expected Rate of return = ( Expected rate of return Stock A x Weightage of Stock A ) + ( Expected rate of return Stock B x Weightage of Stock B )
Expected Rate of return = ( 8% x 0.667 ) + ( 2% x 0.33 )
Expected Rate of return = 0.0536 + 0.0066 = 0.0602 = 6.02%
Answer:
$240,500
Explanation:
We know that
Current ratio = Total Current assets ÷ total current liabilities
= $2,141,000 ÷ $842,000
= 2.5 times
For current ratio falling below 2.2, we have to assume the borrowed amount be X
So, the equation would be
$2,141,000+ X ÷ $842,000 + X = 2.2
$2,141,000+ X = 2.2 × ($842,000 + X)
$2,141,000+ X = $1,852,400 + 2.2X
$2,141,000 - $1,852,400 = 2.2X - X
$288,600 = 1.2X
So X would be $240,500
