Answer:
g = 0.05229 or 5.229% rounded off to 5.23%
Explanation:
Using the constant growth model of dividend discount model, we can calculate the price of the stock today. The DDM values a stock based on the present value of the expected future dividends from the stock. The formula for price today under this model is,
P0 = D1 / (r - g)
Where,
- D1 is dividend in year 1 or the next dividend
- r is the required rate of return
Plugging in the available values for P0, D1 and r, we can calculate the value of g.
82 = 4.65 / (0.109 - g)
82 * (0.109 - g) = 4.65
8.938 - 82g = 4.65
8.938 - 4.65 = 82g
4.288 = 82g
g = 4.288 / 82
g = 0.05229 or 5.229% rounded off to 5.23%
Answer and Explanation:
The computation of the total budgeted selling and administrative expenses is shown below;
Utilities expense $2,800
Administrative salaries $100,000
Sales commissions 5 % of sales i.e. 5% of $860,000 $43,000
Advertising $20,000
Depreciation on store equipment $50,000
Rent on administration building $60,000
Miscellaneous administrative expenses $10,000
total budgeted selling and administrative expenses $285,800
Answer:
C) 4.2 years
Explanation:
The computation of the payback period is as follows;
As we know that
Payback Period = Initial cost ÷ Annual net cash flow
Here
Initial cost = $278000
Annual net cash flow = Incremental after tax + Depreciation per year
where,
Depreciation per year = (Original cost - Salvage value) ÷ Estimated Life
= ($278,000 - $30,000) ÷ 8 years
= $31,000
Annual net cash flow is
= $35000 + $31000
= $66000
So,
Payback Period is
= $278000 ÷ $66000
= 4.2 Years
Less money up front equals it to be better than renting an appartment
Based on the number of shares you bought and the dividend per share, the total dividend income you received was $452.40.
<h3>How much dividend income was received?</h3>
The stock was held for 7 months and there are 2 quarters in a space of seven months so two dividends were received.
The amount received is:
= Number of share x Number of quarters x dividend per quarter
= 580 x 2 x 0.39
= $452.40
Find out more on dividends at brainly.com/question/25845157.
#SPJ1
