Answer:
$259.35
Explanation:
The computation of the amount of cash paid is shown below:
= (Purchase value of merchandise - returned goods of merchandise - discount charges)
= ($9,100 - $455 - $259.35)
= $8,385.65
The discount charges is
= (Purchase value of merchandise - returned goods of merchandise) × discount rate
= ($9,100 - $455) × 3%
= $259.35
We simply applied the above formula
Answer:
The estimated rate based on labour hour==6
The actual rate based on labour hour=6.08
The rate based on machine hour=24
The rate based on machine hour= 22.66
Explanation:
Given that Carlson estimated its overhead costs to be $240,000,direct labor hours at 40,000 and machine hours at 10,000 as well as the actual overhead costs incurred of $249,280, actual direct labor hours of 41,000, and actual machine hours of 11,000.We can calculate the to apply .
The estimated rate based on labour hour=240000/40000=6
The actual rate based on labour hour=249280/41000=6.08
The rate based on machine hour=240000/10000=24
The rate based on machine hour=249280/11000=22.66
Answer:
Risk-free rate (Rf) = 8%
Return on market portfolio (Rm) = 15%
Beta (β) = 1.2
Ke = Rf + β(Rm - Rf)
Ke = 8 + 1.2(15 - 8)
Ke = 8 + 1.2(7)
Ke = 8 + 8.4
Ke = 16.40%
Earnings per share (EPS) = $10
Current dividend paid (Do) = 40% x $10 = $4
Retention rate (b) = &6/$10 x 100 = 60% = 0.6
ROE (r) = 20% = 0.2
Growth rate (g) = b x r
= 0.6 x 0.2
= 0.12 = 12%
Current market price (Po)
= Do<u>(1 + g) </u>
Ke - g
= $4<u>(1 + 0.12)</u>
0.1640 - 0.12
= $4<u>(1.12)</u>
0.044
= $101.82
Explanation:
First and foremost, we need to calculate the cost of equity based on capital asset pricing model. Then, we will determine the growth rate, which is a function of retention rate (b) and return on equity(r).
Finally, we will calculate the current market price, which is dividend paid, subject to growth, divided by the excess of cost of equity over growth rate.
Answer:
a. If the interest rate was 8%, how much would you have been prepared to bid for the prize?
this is an ordinary annuity:
annual payment = $9,420,713 / 20 = $471,035.65
number of periods = 19 periods
interest rate = 8%
therefore, the present value annuity factor = 9.6036
the present value of the annuity = $471,035.65 x 9.6036 = $4,523,637.97 ≈ $4,523,638
b. Enhance Reinsurance Company was reported to have offered S4.2 million. Use Excel to find the return that the company was looking for.
using the IRR function in Excel, the return that Enhance was looking for was 9.05%
