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You first need to download the spreadsheet with stock price and return data from the Assignments tab in Canvas and access the spreadsheet tab titled

You first need to download the spreadsheet with stock price and return data from the Assignments tab in Canvas and access the spreadsheet tab titled "Stock Price Data". This tab contains monthly stock prices, dividends, and stock-split information for Visa (V), IBM (IBM), and Tesla (TSLA) for the period spanning the end of December 2013 through the end of December 2016. For each firm, you’ll see 37 end-of-month closing prices, from which you will be able to calculate 36 monthly stock returns. (Each part is worth 2 points.) a. Calculate the arithmetic average monthly return for each stock. b. Calculate the geometric average monthly return for each stock. c. Calculate the standard deviation of the monthly returns across this four-year horizon for each stock. (NOTE: Contrary to any variance or standard deviation equation for a sample of observations that might be in the textbook (with N–1 as part of the math), please use the equation for a standard deviation for a population of observations. That is, use the equations with “N”, not with “N–1”. These sets of returns are the populations; they’re not samples.) d. Cal- culate the total percentage return (referred to in the text as the holding-period return) for each stock, as- assuming that you bought the stock at the end of December 2013 and held it through the end of December 2016. In your calculations assume that any dividends are reinvested immediately in the stock rather than being stuffed under a mattress where they would earn no further returns. e. If you constructed a portfolio at the end of December 2013 consisting of 100 shares of each stock and held this portfolio through the end of December 2016 (again, reinvesting all dividends), what would be the total percentage return on the portfolio? What would the portfolio's geometric average monthly return be? To answer questions 4-6, you will need to access the tab labeled "Stock-Return Data for Q4-Q6" in the previously downloaded spreadsheet. The tab contains monthly stock returns for Apple (AAPL), Caterpil- lar (CAT), and Eli Lilly (LLY) for the months from January 2013 through December 2016 (48 observations, total), along with monthly stock returns for the S&P 500 Composite Index over the same interval. 4. Using the returns on the S&P 500 Composite Index as the proxy for the overall stock-market return, estimate a beta for each stock listed above in Excel. Report the betas and comment on your level of confidence in each of the beta estimates given the significance level (p-values) of the t-statistics for the beta estimates in the regression models. Clearly demonstrate your understanding of beta calculations and statistical estimates. (6 points) 5. Which of the three stocks (AAPL, CAT, LLY) has the most total return variability if held in isolation (i.e., not as part of a well-diversified portfolio)? Clearly convey what measure you used to identify the amount of risk of a stock held in isolation. (1.5 points) 6. Which of the three stocks (AAPL, CAT, LLY) has the most systematic risk? Clearly convey what measure you used to identify the amount of systematic risk. (1.5 points)

in order, you'll find data for V, IBM, and TSLA
please be alert to the fact that 2 of 3
stocks paid dividends and 1 of 3 stocks had splits
FirmDateCloseSplitDividend
VDec. '13222.68
VJan. '14215.43
VFeb. '14225.940.400
VMar. '14215.86
VApr. '14202.61
VMay '14214.830.400
VJune '14210.71
VJuly '14211.01
VAug. '14212.520.400
VSep. '14213.37
VOct. '14241.43
VNov. '14258.190.480
VDec. '14262.20
VJan. '15254.91
VFeb. '15271.310.480
VMar. '1565.414-for-1
VApr. '1566.05
VMay '1568.680.120
VJune '1567.15
VJuly '1575.34
VAug. '1571.300.120
VSep. '1569.66
VOct. '1577.58
VNov. '1579.010.140
VDec. '1577.55
VJan. '1674.49
VFeb. '1672.390.140
VMar. '1676.48
VApr. '1677.24
VMay '1678.940.140
VJune '1674.17
VJuly '1678.05
VAug. '1680.900.140
VSep. '1682.70
VOct. '1682.51
VNov. '1677.320.165
VDec. '1678.02
FirmDateCloseSplitDividend
IBMDec. '13187.57
IBMJan. '14176.68
IBMFeb. '14185.170.950
IBMMar. '14192.49
IBMApr. '14196.47
IBMMay '14184.361.100
IBMJune '14181.27
IBMJuly '14191.67
IBMAug. '14192.301.100
IBMSep. '14189.83
IBMOct. '14164.40
IBMNov. '14162.171.100
IBMDec. '14160.44
IBMJan. '15153.31
IBMFeb. '15161.941.100
IBMMar. '15160.50
IBMApr. '15171.29
IBMMay '15169.651.300
IBMJune '15162.66
IBMJuly '15161.99
IBMAug. '15147.891.300
IBMSep. '15144.97
IBMOct. '15140.08
IBMNov. '15139.421.300
IBMDec. '15137.62
IBMJan. '16124.79
IBMFeb. '16131.031.300
IBMMar. '16151.45
IBMApr. '16145.94
IBMMay '16153.741.400
IBMJune '16151.78
IBMJuly '16160.62
IBMAug. '16158.881.400
IBMSep. '16158.85
IBMOct. '16153.69
IBMNov. '16162.221.400
IBMDec. '16165.99
FirmDateCloseSplitDividend
TSLADec. '13150.43
TSLAJan. '14181.41
TSLAFeb. '14244.81
TSLAMar. '14208.45
TSLAApr. '14207.89
TSLAMay '14207.77
TSLAJune '14240.06
TSLAJuly '14223.30
TSLAAug. '14269.70
TSLASep. '14242.68
TSLAOct. '14241.70
TSLANov. '14244.52
TSLADec. '14222.41
TSLAJan. '15203.60
TSLAFeb. '15203.34
TSLAMar. '15188.77
TSLAApr. '15226.05
TSLAMay '15250.80
TSLAJune '15268.26
TSLAJuly '15266.15
TSLAAug. '15249.06
TSLASep. '15248.40
TSLAOct. '15206.93
TSLANov. '15230.26
TSLADec. '15240.01
TSLAJan. '16191.20
TSLAFeb. '16191.93
TSLAMar. '16229.77
TSLAApr. '16240.76
TSLAMay '16223.23
TSLAJune '16212.28
TSLAJuly '16234.79
TSLAAug. '16212.01
TSLASep. '16204.03
TSLAOct. '16197.73
TSLANov. '16189.40
TSLADec. '16213.69

Returns Data for Problems 4-6
DateS&P500AAPLCATLLY
201301310.050428-0.1440940.0979990.088605
201302280.011061-0.025116-0.0611850.027193
201303280.0359880.002855-0.0584610.038968
201304300.0180860.000271-0.020467-0.024828
201305310.0207630.0225960.013346-0.031239
20130628-0.014999-0.118303-0.038578-0.075997
201307310.0494620.1412250.0123650.081230
20130830-0.0312980.083389-0.004463-0.022971
201309300.029749-0.0214810.010419-0.020817
201310310.0445960.0963860.006715-0.010133
201311290.0280490.0696730.0148750.017864
201312310.0235630.0089020.0734040.015532
20140131-0.035583-0.1076970.0407440.059020
201402280.0431170.0573110.0325840.112757
201403310.0069320.0199530.024750-0.012582
201404300.0062010.0993960.0667200.004077
201405300.0210300.078293-0.0300760.021151
201406300.0190580.0276620.0629950.038590
20140731-0.0150800.028731-0.066440-0.017854
201408290.0376550.0770920.0825810.048968
20140930-0.015514-0.017073-0.0920510.020296
201410310.0232010.0719600.0311020.022822
201411280.0245340.105556-0.0079870.034374
20141231-0.004189-0.071891-0.0901590.012772
20150130-0.0310410.061424-0.1186500.043630
201502270.0548930.1004610.036639-0.018472
20150331-0.017396-0.031372-0.0346200.035343
201504300.0085210.0057860.094340-0.010736
201505290.0104910.045146-0.0179560.104772
20150630-0.021012-0.037266-0.0058600.058175
201507310.019742-0.032888-0.0639000.012217
20150831-0.062581-0.066117-0.027852-0.019643
20150930-0.026443-0.021816-0.1449500.016272
201510300.0829830.0834090.128519-0.025332
201511300.000505-0.005690-0.0046580.011892
20151231-0.017530-0.110228-0.0645560.027060
20160129-0.050735-0.075242-0.072837-0.061239
20160229-0.004128-0.0013350.087725-0.083312
201603310.0659910.1272110.1305760.000139
201604290.002699-0.1399210.0254770.048882
201605310.0153290.071368-0.0670350.000132
201606300.000906-0.0426600.0455110.049580
201607290.0356100.0900630.1018340.052571
20160831-0.0012190.023606-0.009787-0.055857
20160930-0.0012340.0655040.0832210.032283
20161031-0.0194260.004334-0.051143-0.079990
201611300.034174-0.0215780.144980-0.084101
201612300.0182010.047955-0.0295100.095799

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To calculate the arithmetic average return for each stock we can use the following formula Arithmetic Average Return Sum of all individual returns Number of returns For Visa V the arithmetic average r... blur-text-image
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