Answer:
Correct option is (D)
Explanation:
Given:
Purchase price of copyright = $50,000
Expected useful life = 5 years
Annual depreciation expense as per straight line method:
= Purchase price ÷ useful life
= 50,000 ÷ 5
= $10,000
Only useful life is considered and not legal life.
Carrying value of asset at the end of year = Book value of asset - annual depreciation
Carrying value of copyright at then end of first year = 50,000 - 10,000 = $40,000
Carrying value of copyright at then end of second year = 40,000 - 10,000 = $30,000
Answer:
Answer :The annual incentive fees according to Black Scholes Formular =2.5
Explanation:
a)Find the value of call option using below parameter
current price (st)=$71
Strike price(X)=$78
Rf=4%
std=42%
time=1
value of call option=15.555
Annual incentive=16% x 15.555=2.5
The annual incentive fees according to Black Scholes Formular =2.5
(b) The value of annual incentive fee if the fund had no high water mark and it earned its incentive fee on its return in excess of the risk-free rate? (Treat the risk-free rate as a continuously compounded value to maintain consistency with the Black-Scholes formula.)
current price (st)=71
Strike price(X)=78
Rf=(e^4%)-1 = 4.08%
std=42%
time=1
value of call option=17.319
Annual incentive=16% x 17.319=2.77
Answer:
$29.83
Explanation:
This question requires application of dividend discount model, according to which current value of share is present value of dividends expected in future.

where V2 is the terminal value, present value of dividends growing at constant growth rate,
V2 = Div3 ÷ (r - g)
Div3 = $2.24 × (1 + 2.8%)
= $2.30272
V2 = $2.30272 ÷ (0.102 - 0.028)
= $2.30272 ÷ 0.074
= $31.12


= 2.36 + 1.84 + 25.63
= $29.83
Answer:
At the end of the period, account receivable balance shall be $20,000
Explanation:
Account receivable is an account to register credit sale. It is an asset account and is increased with a debit entry.
In this example, opening balance is $12,000.
Credit sale for the month $30,000
less collections received $22,000
Closing Balance : $20,000