Please use the following data to answer the questions. The ticker symbols are for Tesla Inc (TSLA), Barrick Gold Corporation (GOLD) and Apple Inc (AAPL). The prices shown are the closing stock prices for the date shown. Your first task is to compute the monthly holding period returns for each stock for each month, using the Holding Period Return formula, which is HPR = (P1 - P0)/P0, where P1 is the end of period price and P0 is the start of period price. Be very careful to not mix up your dates. After you have computed the HPRs, then answer the following ten questions.
Date |
TSLA |
TSLA |
GOLD |
GOLD |
AAPL |
AAPL |
2019-07-01 |
$ 241.61 |
$ 16.26 |
$213.04 |
|||
2019-08-01 |
$ 225.61 |
$ 19.38 |
$208.74 |
|||
2019-09-01 |
$ 240.87 |
$ 17.33 |
$223.97 |
|||
2019-10-01 |
$ 314.92 |
$ 17.36 |
$248.76 |
|||
2019-11-01 |
$ 329.94 |
$ 16.80 |
$267.25 |
|||
2019-12-01 |
$ 418.33 |
$ 18.59 |
$293.65 |
|||
2020-01-01 |
$ 650.57 |
$ 18.52 |
$309.51 |
|||
2020-02-01 |
$ 667.99 |
$ 19.04 |
$273.36 |
|||
2020-03-01 |
$ 524.00 |
$ 18.32 |
$254.29 |
|||
2020-04-01 |
$ 781.88 |
$ 25.72 |
$293.8 |
|||
2020-05-01 |
$ 835.00 |
$ 24.00 |
$317.94 |
|||
2020-06-01 |
$ 985.98 |
$ 25.73 |
$364.84 |
|||
What is the sample standard deviation of the portfolio comprised of 40% TSLA, 30% GOLD and 30% AAPL? Use the Variance/Covariance Matrix to assist in this calculation.
Multiple Choice
13.4%
12.9%
11.6%
15.1%
What is the geometric mean of the monthly stock returns for TSLA?
Multiple Choice
A)16.6% B) 16.7% C) 13.6% D) 14.8%
What is the standard deviation of the sample of monthly stock returns for TSLA?
Multiple Choice
A) 21.9% B) 23.2% C) 35.2% D) 47.1%
Assume you had invested $10,000 in TSLA July 1, 2019, the first date of the sample. What would your investment be worth on the last date of the period?
Multiple Choice
A) $40,659 B) $45,639 C) $62,967 D) $34,645
What is the correlation of the stock returns between TSLA and GOLD?
Multiple Choice
0.70
0.50
0.60
0.40
Now assume that your portfolio is invested 40% in TSLA, 30% in GOLD and 30% in AAPL. What return would you expect for this portfolio, using the formula for portfolio return.
Multiple Choice
8.5%
10.7%
9.4%
4.4%
1]
variance for a three-asset portfolio σp2 = w12σ12 + w22σ22 + w32σ32+ 2w1w2Cov1,2 + 2w2w3Cov2,3 + 2w1w3Cov1,3
where σp2 = variance of the portfolio
w1 = weight of Asset 1
w2 = weight of Asset 2
w3 = weight of Asset 3
σ12 = variance of Asset 1
σ22 = variance of Asset 2
σ22 = variance of Asset 2
Cov1,2 = covariance of returns between Asset 1 and Asset 2
Cov2,3 = covariance of returns between Asset 2 and Asset 3
Cov1,3 = covariance of returns between Asset 1 and Asset 3
Variance and covariance are calculated using VAR.S and COVARIANCE.S functions in Excel
Standard deviation = variance
Standard deviation = 13.4%
2]
geometric mean is calculated by adding 1 to each month's HPR, calculating the geometric mean of that series by using GEOMEAN function in Excel, and finally subtracting 1 from the GEOMEAN calculated above.
geometric mean is 13.6%
3]
Standard deviation is calculated using STDEV.S function in Excel
Standard deviation is 23.2%
4]
value of investment on last date = amount invested * (share price on last date / share price on first date)
value of investment on last date = $10,000 * ($ 985.98 / $ 241.61)
value of investment on last date = $40,809
5]
correlation is calculated using CORRfunction in Excel
correlation is 0.40
6]
Expected return of 3-asset portfolio Rp = w1R1 + w2R2 + w3R3
where Rp = expected return
w1 = weight of Asset 1
R1 = expected return of Asset 1
w2 = weight of Asset 2
R2 = expected return of Asset 2
w3 = weight of Asset 3
R3 = expected return of Asset 3
Expected return of each asset is the arithmetic average.
Expected return = (40% * 15.74%) + (30% * 5.07%) + (30% * 5.36%)
Expected return = 9.4%
Please use the following data to answer the questions. The ticker symbols are for Tesla Inc...
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