Question

In: Finance

Let's say a company pays a quarterly dividend. You just collected a $1 dividend today. Over...

Let's say a company pays a quarterly dividend. You just collected a $1 dividend today. Over the next five years, you expect the quarterly dividend to growth to the following amounts as of the end of each annual anniversary:

After 1 year, $1.1

After 2 years, $1.15

After 3 years , $1.25

After 4 years, $1.30

After 5 years, $1.45

Assuming annual compounding, what is the compounded annual growth rate of the dividend?

Question 10 options:

A)

7.7%

B)

9.1%

C)

6.7%

D)

8.7%

E)

9%

Installation costs are sunk costs that are not to be included as relevant in any capital budgeting decision.

options:

True

False

Solutions

Expert Solution

First Question

The Correct Answer would be Option A - 7.7%

For the first problem we will use the formula of Compounded Annual Growth Rate (CAGR)

(Ending Value / Begining Value)1/Number of years - 1

Here Begining Value = $1

Ending Value = $1.45

Number of Years = 5

Therefore

CAGR = (1.45 / 1)1/5 - 1

= 1.077143587792743 - 1

0.077143588 or

7.7% (rounded off )

Second Question

The Correct Answer would be True

Sunk costs are those costs which once they are incurred cannot be recovered. Since they cannot be regained they should not be considered in any decision making relating to Capital Budgeting.

Installation costs are also Sunk Costs which are incurred when we purchase a machinery and make it ready for use. As installation cost is a one time expense incurred and cannot be recovered. Installation cost will have no bearing in the outcome of a project.

Thus it will be irrelevant in Decision making relating to Capital Budgeting.


Related Solutions

1. A stock just paid a dividend of $0.75. This quarterly dividend is expected to grow...
1. A stock just paid a dividend of $0.75. This quarterly dividend is expected to grow at a rate of 4% for the next 10 years, after which it will grow at a rate of -2% in perpetuity. What is the price of the stock if the required return is 12% (all rates are APR with quarterly compounding)? 2. A firm has a P/E ratio of 18.5, a payout ratio of 50%, and a required return of 12% per annum....
Let's say you have collected data from a large sample of participants on some variable that...
Let's say you have collected data from a large sample of participants on some variable that you think is normally distributed. In this case use IQ scores. Describe the variable and state whether the scale of measurement is nominal, ordinal, interval, or ratio, and why you came to that conclusion. What does it mean to say the variable is normally distributed? What is probability value and explain how a probability value of .05 in your example is related to the...
A share of preferred stock pays a quarterly dividend of $1.00. If the price of the...
A share of preferred stock pays a quarterly dividend of $1.00. If the price of the stock is $50, what is the effective annual (not nominal) rate of return on the preferred stock?
The ABC COmpany just paid a $0.8 quarterly dividend. The dividends are expected to grow at...
The ABC COmpany just paid a $0.8 quarterly dividend. The dividends are expected to grow at 20% per year for the next 3 years. After that, the growth rate is expected to go down to the industry average of 8% per year and stay at this level forever. The required rate of return on ABC is 15% per annum. 1)Draw the time line, showing dividends of ABC. 2)Find the price of ABC stock. 3)Find the value of its growth opportunities...
1.Assume you collected a quarterly sales data (in millions of dollars) over a four-year period from...
1.Assume you collected a quarterly sales data (in millions of dollars) over a four-year period from the first quarter 2016 to the fourth quarter 2019, and computed the seasonal index for each quarter. If the values of the actual sales and deseasonalised sales were 162 and 158.68, respectively, in the second quarter of 2016, what is the (normalised) seasonal index for the second quarter? Round your answer to two decimal places. 2. Assume you collected data representing the number of...
The Company borrowed $266,779 at 8.51 % to be repaid quarterly over 30 years. They just...
The Company borrowed $266,779 at 8.51 % to be repaid quarterly over 30 years. They just remitted payment number 74. How much interest did the bank receive in year 3
4. A Company has just paid a dividend of 100 euros today (beginning of period 1)....
4. A Company has just paid a dividend of 100 euros today (beginning of period 1). This company is at a mature stage and has a ROE of 10% and a payout ratio of 50%. The required return of the shareholders is rE=25%. It is estimated that the share can be sold at the end of the period (period 1) at a price equal to P1=1,210 euros, right after the dividend D1 of that period has been paid. What is...
you just won a lottery entitling you to receive, starting today, a series of 21 quarterly...
you just won a lottery entitling you to receive, starting today, a series of 21 quarterly payments of 25,000 each, followed, one year after this series of payments end, by a second series of annual payments of $30,000 each forever! (This $30,000 payment is to be recieved exactly one year after the last $25,000 payment is received) if the appropriate discount rate is =10% compounded continuously, what is the present value of all these future lottery payments? please show how...
1. Let's say that you are looking at a table with output and cost data for...
1. Let's say that you are looking at a table with output and cost data for a firm and you observe the following: At a quantity of 10 units, the firm's marginal cost and marginal revenue both equal $.75. At a quantity of 18 units, the firm's marginal cost reaches its lowest point at $.35. At a quantity of 26 units, the firm's average total cost reaches a minimum of $.50. At a quantity of 28 units, the firm's marginal...
Let's just say some random guy approaches you on the street asking what an "influence line"...
Let's just say some random guy approaches you on the street asking what an "influence line" is. He claims to be a structural engineer but has never heard of such a thing. How would you explain it to him? Try to explain in laymen's terms while still appearing competent
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT