Ans. Risk Premium = Estimated Return on Stocks - Estimated return on risk free bonds ( Treasury Bills )
Period :
1. 1900 - 1928 : 12% - 4.9 % = 7.1%
2. 1929 - 1957 : 9.8% - 1% = 8.8%
3. 1958 - 1986 : 12.2% - 6.1%. = 6.1%
4. 1987 - 2015 : 12% - 3.8% = 8.2%
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Here are the average rates of return for common stocks and Treasury bills for four different...
Use the data in the tables below to answer the following questions: Average rates of return on Treasury bills, government bonds, and common stocks, 1900-2015. Average Annual Rate of Return (%) 3.8 5.3 11.4 Average Premium (Extra return versus Treasury bills) (%) Portfolio Treasury bills Treasury bonds Common stocks 1.5 7.6 Standard deviation of returns, 1900-2015 Standard Deviation (%) Portfolio Treasury bills Long-term government bonds Common stocks 2.9 9.0 19.9 a. What was the average rate of return on large...
Consider
the following rates of return: Year Large-Company Stocks US
Treasury Bills 1 3.99 % 4.59 % 2 14.16 4.94 3 19.25 3.86
4 –14.43 6.99
5 –31.92 5.30 6 37.49 6.20 a. Calculate the arithmetic average
returns for large-company stocks and T-bills over this period b.
Calculate the standard deviation of the returns for large-company
stocks and T-bills over this period. c. Calculate the observed risk
premium in each year for the large-company stocks versus the
T-bills. What was...
In a year in which common stocks offered an average return of 18%, Treasury bonds offered 10% and Treasury bills offered 7%, the risk premium for common stocks was: 1%. 3%. 8%. 11%.
The following are annual rates of return for U.S. government T-bills and U.K. common stocks. Year U.S Government T-Bills U.K Government Common Stock Year US Govt T-bills UK Common Stock 2012 0.063 0.150 2013 0.081 0.043 2014 0.076 0.374 2015 0.090 0.192 2016 0.085 0.106 a. Compute the arithmetic mean rate of return and standard deviation of rates of return for the two series. b. Discuss these two alternative investments in terms of their arithmetic average rates of return and...
7.46 More on global warming. Side-by-side boxplots offer a different look at the data. Group the data into peri- ods of roughly equal length: 1917-1941, 1942-1966, 1967-1991, and 1992-2015. Make boxplots to compare ice breakup dates in these four time periods. Write a brief description of what the plots show. TABLE 7.2 Days from April 20 for the Tanana River tripod to fall uus veel carerully observed for many years. If the date the tripod falls has been getting Year...
Table 12.1 (below)TABLE 12.1 Year-to-Year Total Returns: 1926–2019YearLarge-Company StocksLong-Term Government BondsU.S. Treasury BillsConsumer Price Index192611.62%7.77%3.27%–1.49%192737.498.933.12–2.08192843.61.103.56–.971929–8.423.424.75.201930–24.904.662.41–6.031931–43.34–5.311.07–9.521932–8.1916.84.96–10.30193353.99–.07.30.511934–1.4410.03.162.03193547.674.98.172.99193633.927.52.181.211937–35.03.23.313.10193831.125.53–.02–2.781939–.415.94.02–.481940–9.786.09.00.961941–11.59.93.069.72194220.343.22.279.29194325.902.08.353.16194419.752.81.332.11194536.4410.73.332.251946–8.07–.10.3518.1619475.71–2.62.509.0119485.503.40.812.71194918.796.451.10–1.80195031.71.061.205.79195124.02–3.931.495.87195218.371.161.66.881953–.993.641.82.62195452.627.19.86–.50195531.56–1.291.57.3719566.56–5.592.462.861957–10.787.463.143.02195843.36–6.091.541.76195911.96–2.262.951.501960.4713.782.661.48196126.89.972.13.671962–8.736.892.731.22196322.801.213.121.65196416.483.513.541.19196512.45.713.931.921966–10.063.654.763.35196723.98–9.184.213.04196811.06–.265.214.721969–8.50–5.076.586.1119703.8612.116.525.49197114.3013.234.393.36197219.005.693.843.411973–14.69–1.116.938.801974–26.474.358.0012.20197537.239.205.807.01197623.9316.755.084.811977–7.16–.695.126.7719786.57–1.187.189.03197918.61–1.2310.3813.31198032.50–3.9511.2412.401981–4.921.8614.718.94198221.5540.3610.543.87198322.56.658.803.8019846.2715.489.853.95198531.7330.977.723.77198618.6724.536.161.1319875.25–2.715.474.41198816.619.676.354.42198931.6918.118.374.651990–3.106.187.816.11199130.4719.305.603.0619927.628.053.512.90199310.0818.242.902.7519941.32–7.773.902.67199537.5831.675.602.54199622.96–.935.213.32199733.3615.855.261.70199828.5813.064.861.61199921.04–8.964.682.682000–9.1021.485.893.392001–11.893.703.831.552002–22.1017.841.652.38200328.681.451.021.88200410.888.511.203.2620054.917.812.983.42200615.791.194.802.5420075.499.884.664.082008–37.0025.871.60.09200926.46–14.90.102.72201015.0610.14.121.5020112.1127.10.042.96201216.003.43.061.74201332.39–12.78.021.51201413.6924.71.02.7620151.38–.65.02.73201611.961.75.202.07201721.836.24.802.112018–4.38–.571.811.91201931.4912.162.142.29Questions:a.Calculate the arithmetic average returns for large-company stocks and T-bills over this period. (Do not round intermediate calculations and enter your answers as a percent rounded to 2 decimal places, e.g., 32.16.)b.Calculate the standard deviation of the returns for large-company stocks and T-bills over this period. (Do not round intermediate calculations and enter your answers as a percent rounded to 2 decimal places, e.g., 32.16.)c-1.Calculate the observed risk premium...
Problem: The average annual water level of Lake Michigan since 1860 has been provided in the file “LMWL.txt”. The file is formatted so that the first column is the year and the second column is the average water level in feet above sea level for that year. Write a program to obtain the following information: What year had the lowest average water level, and what was the level (in feet)? What has the average water level of Lake Michigan been,...