Answer:
The maximum price that should be paid for one share of this stock today is $46.86
Explanation:
Using the dividend discount model, we can calculate the price/fair value of the stock today. The DDM bases the price of the stock on the present value of the expected future inflows from the stock in the form of dividends and terminal value. The discount rate used to discount the cash flows is the cost of equity or required rate of return on stock.
The price of this stock at time zero (t=0) will be,
Prcie = 2 / (1+0.08) + 2.5 / (1+0.08)^2 + 50 / (1+0.08)^2
Price = $46.86
What do you mean as 'Not like McDonald's'? Do you mean fast food or what?
Answer:
The answer is below
Explanation:
a) The dividend growth rate is given as D2/D1 - 1
Year Dividend Growth rate
1 $1.25
2 $1.33 ($1.33/ $1.25 - 1) 6.4%
3 $1.4 ($1.4/$1.33 - 1) 5.26%
4 $1.51 ($1.51/$1.4 -1) 7.86%
The arithmetic average growth rate is the average of all the growth rates.
Arithmetic average growth rate = (6.4% + 5.26% + 7.86%) / 3 = 6.51%
The cost of annuity = (cost of common stock / Selling stock price) * 100% + Average growth rate
The cost of annuity = ($1.59 / $40) * 100% + 6.51% = 10.49%
b) The geometric growth rate is given as:
geometric average growth rate =
The cost of annuity = ($1.59 / $40) * 100% + 6.5% = 10.48%
Answer:
Revenue $6,800
Expenses:
- Salaries and Wages Expense ($2,700)
- Supplies Expense ($1,050)
- Depreciation expense ($250)
- Insurance expense ($600)
- Utilities Expense ($400) <u>($5,000)</u>
Net income $1,800
1) you must add insurance expense
2) you must decrease supplies expense = $1,200 - $150 = $1,050
3) you must add depreciation expense
4) you must increase salaries and wages expense = $2,300 + $400 = $2,700
5) you must increase revenue = $6,100 + $700 = $6,800
Answer:
0.063 or 6.3% (or more)
Explanation:
Given:
Combined Tax Bracket = 30% = 30/100 = 0.30
Yields of corporate Bonds = 9% = 9/100 = 0.09
Yield to Shift Investors to choose municipal bonds = ?
Calculation:
Yield from corporate bond = (After tax yield) x Yield rate of corporate Bonds
= (0.70) x (0.09)
= 0.063 or 6.3%
Working note:
After tax yield = (1 - tax rate )
After tax yield = (1 - 0.30 )
After tax yield = (0.70)
so, they must give 6.3% yield
