Answer:
The current stock price is $13.60
Explanation:
D1 = $0.53
D2 = $0.58
D3 = $0.73
D4 = $1.03
Growth rate, g = 3.60%
Required return, r = 10.00%
D5 = D4 * (1 + g)
D5 = $1.03 * 1.036
D5 = $1.06708
P4 = D5 / (r - g)
P4 = $1.06708 / (0.10 - 0.036)
P4 = $16.673125
P0 = $0.53/1.10 + $0.58/1.10^2 + $0.73/1.10^3 + $1.03/1.10^4 + $16.673125/1.10^4
P0 = $13.60
So, current stock price is $13.60
In planning the database it is important to consider- what each table is 'about'.
Explanation: It becomes very important so that any sort of duplicate data can be avoided. These databases are the source which provides the information. It should be segregated into several subject based tables. Basically, databases provides the access to the accurate information and to provide accuracy one must be careful while creating. Every table is anyhow related to another.
Answer:
total taxable income = $73,000
tax liability = $7,505
Explanation:
Clarice's ordinary income $30,000
Clarice's capital gains:
- selling of stock = $34,000 - $16,000 = $18,000
- selling of coin collection = $55,000 - $30,000 = $25,000
- total long term capital gains = $43,000
Clarice's taxable income = $73,000
Clarice's ordinary income tax rate 2011:
ordinary income = $30,000 - standard deduction $5,800 = $24,200
- 10% on taxable income from $0 to $8,500 = $850
- 15% on taxable income over $8,500 to $34,500 = $2,355
ordinary income taxes = $3,205
Clarice's capital gains tax rate 2011 = 10%
capital gains taxes = $43,000 x 10% = $4,300
total tax liability = $7,505
Answer:
Explanation:
Present value of note = Annual payment x present value annuity factor
Annual payment = 8,400
PVAF = 4,7665
= $ 8,400 x 4.7665
= $ 40,038.60
So, the present value of note is $ 40,038.60
Answer:
5.62%
13.75%
Explanation:
According to the DDM method,
the value of a stock = [dividend x ( 1 + growth rate)] / [cost of equity - growth rate]
67 = 0.4(1.05) / r - 0.05
multiply both sides of the equation by r -0.05
67(r - 0.05) = 0.42
divide both sides of the equation by 67
r - 0.05 = 0.006269
r = 0.0563
= 5.63%
b. the cost of equity using the capm method =
risk free rate of return + beta x ( expected return - risk free return)
5% + 1.25 x (12 - 5) = 13.75%
