Answer:
Capital structure weight of the common stock = 46.43%
Explanation:
To get the capital structure weights, market values should be used.
Weight of common stock = Value Of Common Stock divided by Total Capital
and Total Capital = Value of Common stock+Value of Preferred Stock+Value of bonds
Value of common stock = 4,000 shares *$13 = $52,000
Value of preferred Stock = 500 shares*$22= $11,000
Value of bonds= 50 bonds *98% of par = 50 bonds *$1000*0.98= $49,000
Weight of common stock =
The answer is contingency design. It is the sum incorporated into a development spending plan to take care of extra expenses for conceivable outline changes. The measure of possibility fluctuates with the phases of outline. As the plan is finished, the possibility ought to be diminished to almost zero for most school ventures.
Answer:
Beta= 1.4886
Explanation:
<u>Giving the following information:</u>
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You own a stock portfolio invested 32 percent in Stock Q, 22 percent in Stock R, 19 percent in Stock S, and 27 percent in Stock T.
The betas for these four stocks are 1.63, 1.35, 2.56, and 0.68, respectively.
<u>To calculate the portfolio beta, we need to use the following formula:</u>
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Beta= (proportion of investment A*beta A) + (proportion of investment B*beta B)
Beta= (0.32*1.63) + (0.22*1.35) + (0.19*2.56) + (0.27*0.68)
Beta= 1.4886
Answer:
I used an Excel spreadsheet to calculate R² which gives us the least squares trend. See attached image.
y = 360x + 1600
R² = 0,9529
next year's enrollment should be = (360 x 5) + 1600 = 3400
Answer:
$296.90
Explanation:
For computing the value of the zero coupon bond we need to apply the present value formula i.e to be shown in the attachment below:
Given that,
Future value = $1,000
Rate of interest = 6.60%
NPER = 19 years
PMT = $0
The formula is shown below:
= -PV(Rate;NPER;PMT;FV;type)
So, after applying the above formula, the value of zero coupon bond is would be $296.90