Answer: Option (C) is correct.
Explanation:
Total current assets = $658,000
Current Assets = total current assets - purchased equipment - salaries paid + Borrowings
= $658,000 - $2000 - $560 + $80000
= $735,440
Total current liabilities = $365,000
Working Capital of James as on December 31, 2013:
= Current Assets - Current Liabilities
= $735,440 - $365,000
= $370,440
Answer:
Explanation:
Great question, intermediaries are sometimes necessary since they provide a service in which you might not be able to get the product if their service wasn't provided. That being said we can say that Caesar's claim is not valid in many cases. Intermediaries tend to add an additional cost to a certain product, but like mentioned above they are providing an essential value. In many cases the value they create more than offsets the costs they add. Therefore the validity of Caesar's claim is dependent on the intermediaries provided value.
I hope this answered your question. If you have any more questions feel free to ask away at Brainly.
Answer:
$287.01
Explanation:
The 2 stage dividend discount model would be used to determine the current value of the stock.
first stage
Present value in year 1 = (1.6 x 1.16) / 1.071 = 1.73
Present value in year 2 = (1.6 x 1.16²) / 1.071² = 1.88
Present value in year 3 = (1.6 x 1.16³) / 1.071³ =2.03
Present value in year 4 = (1.6 x 1.16^4) / 1.071^4 = 2.20
second stage
[ (1.6 x 1.16^4) x (1.06) ] / (0.071 - 0.06) = 279.17
Value of the stock = 1.73 + 1.88 + 2.03 + 2.20 + 279.17 = $287.01
Answer:
It will take 10 years to have $20,000 on investment of $10,000.
Explanation:
Annual Rate of return = r = 7%
Compounded Value / Future Value = FV = $20,000
Investment Value / Present Value = PV = $10,000
Use Future value formula to solve this question:
Future Value = Present Value x ( 1 + Number of Year )^Number of year
FV = PV x 
$20,000 = $10,000 x 
=
$2 = 
Log 2 = n log 1.07
0.30 = n x 0.03
n = 
n = 10.00
n = 10 year (rounded off to nearest year )
It will take 10 years to have $20,000 on investment of $10,000.
