Question

In: Finance

5. Using annual stock price between 2013 and 2018, compute the following returns. For stock price...

5. Using annual stock price between 2013 and 2018, compute the following returns. For stock price data, use the closing price of last trading day of the year:

1) Arithmetic Average Return

r1 + r2 + r3 + r4 / 5

Honda:

Ford:

2) Geometric Average Return

(1 + rg) 4 = (1 + r1) x (1 + r2) x (1+r3) x (1 + r4)

Honda:

Ford:

3) Holding Period Return

(1 + r1) x (1 + r2) x (1+r3) x (1 + r4) - 1

Honda:

Ford:

4) 2-year forecast Return

R(T) = (T-1 / N-1) x Geometric Average + (N-T / N-1) x Arithmetic Average

Honda:

Ford:

5) 3-year forecast Return

R(T) = (T-1 / N-1) x Geometric Average + (N-T / N-1) x Arithmetic Average

Honda:

Ford:

Ford Annual Stocks 2013-18

Date

Open

High

Low

Close*     

Adj Close**

Volume

Dec 01, 2018

9.710

9.850

7.410

7.650

7.519

956,262,400

Dec 01, 2017

12.620

12.810

12.280

12.490

11.584

597,327,400

Dec 01, 2016

12.230

13.200

12.080

12.130

10.696

708,798,000

Dec 01, 2015

14.320

14.620

13.400

14.090

11.859

587,647,300

Dec 01, 2014

15.780

16.130

13.930

15.500

12.537

593,521,500

Dec 01, 2013

17.120

17.200

15.100

15.430

12.090

1,037,390,500

Honda Annual Stocks 2013-18

Date

Open

High

Low

Close*  

Adj Close**

Volume

Dec 01, 2018

28.72

28.78

25.30

26.45

26.45

18,690,300

Dec 01, 2017

33.40

34.45

33.04

34.08

33.06

8,991,200

Jan 01, 2016

30.86

31.00

26.41

27.02

24.65

17,342,400

Dec 01, 2015

33.18

33.42

31.18

31.93

28.96

10,742,600

Dec 01, 2014

30.39

31.25

28.83

29.52

26.16

33,897,100

Dec 01, 2013

42.35

42.47

39.81

41.35

35.83

5,439,600

Solutions

Expert Solution

To calculate return each year , we use closing price of each year .

Return (%) = (closing price of current year - closing price of past year) /closing price of past year * 100

After calculating returns , we use these returns in the following formulae to get respective metrics:

I calculated all the values in excel as follows using above formulae:


Related Solutions

4. Using annual stock price between 2013 and 2018, compute the following returns. For stock price...
4. Using annual stock price between 2013 and 2018, compute the following returns. For stock price data, use the closing price of last trading day of the year: Ford Annual Stocks 2013-18 Date Open High Low Close*      Adj Close** Volume Dec 01, 2018 9.710 9.850 7.410 7.650 7.519 956,262,400 Dec 01, 2017 12.620 12.810 12.280 12.490 11.584 597,327,400 Dec 01, 2016 12.230 13.200 12.080 12.130 10.696 708,798,000 Dec 01, 2015 14.320 14.620 13.400 14.090 11.859 587,647,300 Dec 01, 2014...
Given the following past returns for a stock: 2013                + 15 % 2014                + 18 %...
Given the following past returns for a stock: 2013                + 15 % 2014                + 18 % 2015                + 30 % 2016                - 20 % 2017                + 10 % Together, this stock’s expected return and stand alone risk measure mean: a. there is a roughly 70% chance the actual return will be between - 8.02% and + 29.22% b. there is a roughly 70% chance the actual return will be between + 8.02% and + 29.22% c. there is a roughly...
Compute the average annual rate of inflation that prevailed between 1980 and 2018. The CPI in...
Compute the average annual rate of inflation that prevailed between 1980 and 2018. The CPI in 1980 is 32.81; ?1980=32.81, and the CPI in 2018 is 100; ?2018=100. Please begin with a general formula to compute the average annual rate.
Consider the following returns. The Correlation between Stock X's and Stock Z's returns is closest to:...
Consider the following returns. The Correlation between Stock X's and Stock Z's returns is closest to: Year End Stock X Realized Return Stock Y Realized Return Stock Z Realized Return 2004 20.1% -14.6% 0.2% 2005 72.7% 4.3% -3.2% 2006 -25.7% -58.1% -27.0% 2007 56.9% 71.1% 27.9% 2008 6.7% 17.3% -5.1% 2009 17.9% 0.9% -11.3% 0.71 0.60 0.62 0.05
consider the following returns. The Correlation between Stock X's and Stock Z's returns is closest to:...
consider the following returns. The Correlation between Stock X's and Stock Z's returns is closest to: Year End Stock X Realized Return Stock Y Realized Return Stock Z Realized Return 2004 20.1% -14.6% 0.2% 2005 72.7% 4.3% -3.2% 2006 -25.7% -58.1% -27.0% 2007 56.9% 71.1% 27.9% 2008 6.7% 17.3% -5.1% 2009 17.9% 0.9% -11.3% 0.71 0.60 0.62 0.05
Table 9-10 Product Quantity (2013) Price (2013) Expenditure (2013) Price (2018) Expenditure (on base year quantities)...
Table 9-10 Product Quantity (2013) Price (2013) Expenditure (2013) Price (2018) Expenditure (on base year quantities) (2018) Computers 1 $1,200 $1,200 $900 $900 Books 10 25 250 30 300 Burgers 50    3 150      4 200     Total $1,600 $1,400 38) Refer to Table 9-10. Suppose an economy has only three goods and the typical family purchases the amounts given in the table above. If 2013 is the base year, then what is the CPI for 2018? A) 14.3...
Given the following prices and quantities Price (per kg) Quantities produced 2008 2013 2018 2008 2013...
Given the following prices and quantities Price (per kg) Quantities produced 2008 2013 2018 2008 2013 2018 Milk 3.95 3.89 4.13 675 717 436 Cheese 61.50 62.20 59.70 117 115 115 butter 34.50 35.40 38.90 77 74 82 Compute and interpret the Laspeyres price index number for the year 2018 with 2008 as base. Compute the interpret the Paasche’s price index number for the year 2018 with 2008 as base
The following table shows the past annual returns for Stock A and Stock B, please find...
The following table shows the past annual returns for Stock A and Stock B, please find the expected return, standard deviation and coefficient of variation for Stock A, Stock B and a Portfolio that puts 40% weight on Stock A and 60% weight on Stock B. Year Stock A Returns Stock B Returns 2005 10.30%    10.71% 2006 -0.10% 25.00% 2007 23.30% 0.38% 2008 2.20% 26.20% 2009 14.00% 11.52%
1. The following spreadsheet contains monthly returns for Cola Co. and Gas Co. for 2013. Using...
1. The following spreadsheet contains monthly returns for Cola Co. and Gas Co. for 2013. Using these​ data, estimate the average monthly return and the volatility for each stock. Cola Co.    Gas Co. January -0.0990   0.0440 February -0.0160   0.0560 March 0.0420   -0.0130 April -0.0260   -0.0200 May -0.0910   -0.0160 June -0.0820   -0.0380 July 0.1200   0.0470 August -0.0070   0.0040 September -0.0700   -0.0090 October 0.0120    0.0040 November 0.0920   0.1020 December -0.0110   0.0550 The average monthly return for Cola Co. is ___​%....
Use the following data to compute the option price for 3M: Stock price =100; Exercise price=90;...
Use the following data to compute the option price for 3M: Stock price =100; Exercise price=90; Interest rate=5%; Time to expiration= 3 months; Standard deviation = 20% per year; assume zero dividends. B) If the call option above is selling for $14.00 is its implied volatility more than or less than 20%?
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT