Answer:
the expected return of a stock is 10.542%
Explanation:
The computation of the expected return on a stock is shown below:
Expected return on stock is
= Risk free rate + beta × (market rate of return - risk free rate)
= 2.2% + 0.86 × (11.9% - 2.2%)
= 2.2% + 0.86 × 9.7%
= 2.2% + 8.342
= 10.542%
hence, the expected return of a stock is 10.542%
We simply applied the above formula so that the correct value could come
And, the same is to be considered
Answer:
the actual total direct labor cost for the current period is $425,285
Explanation:
<u>Reconciling Standard Cost to Actual Cost</u>
Standard Cost $419,000
<em>Add</em> Unfavorable direct labor rate variance $10,475
<em>Less</em> Favorable direct labor efficiency variance ($4,190)
Actual Cost $425,285
Answer:
9.315%
Explanation:
The computation of WACC is shown below:-
But before that we need to do the following calculations
PV -$1,000
PMT 80
N 20
FV $1,000
Compute IY 8%
After tax cost of Debt = Before tax cost of debt × (1 - tax rate)
= 8% × (1 - 25%)
= 6%
According to the CAPM,
Cost of Equity =Risk free Rate + (Beta × Market Risk Premium)
= 4.5% + (1.2 × 5.5%)
= 11.10%
Weight of Equity = 100% - 35%
= 65%
WACC = (Weight of Equity × Cost of Equity) + (Weight of debt × Cost of debt)
= (65% × 11.10) + (35% × 6)
= 9.315%
Answer:
a. Sep 10
b. $21,823
c. $21,500
Explanation:
a) Due date of the note
July 13 to 31 = 19 days
Aug 1 to 31 = 31 days
Sep 1 to Sep 10 = 10 days
due date is Sep 10
b) Maturity value of the note
$ 21500 + $ 21500*9%*60/360
= $ 21823
c) Journal entry
Cash debit $ 21823
interest recieved credit $323
Notes Receivable credit $ 21500
Answer:
Bond Price= $1,774.05
Explanation:
Giving the following information:
Coupon rate= 0.0573/2= 0.02865
YTM= 0.067/2= 0.0335
The bond matures in 23 years.
Par value= $2,000
<u>To calculate the bond price, we need to use the following formula:</u>
Bond Price= cupon*{[1 - (1+i)^-n] / i} + [face value/(1+i)^n]
Bond Price= 57.3*{[(1 - (1.0335^-46)] / 0.0335} + [2,000/1.0335^46]
Bond Price= 1,334.76 + 439.29
Bond Price= $1,774.05