Question: Continuing with the previous data, see attached, regarding Market Index ( S&P 5 0 0 ) , and 1 - YR US T - bill

Continuing with the previous data, see attached, regarding Market Index (S&P500), and 1-YR US T-bill rates (Risk-free rate proxy), we have the following tabular data, see attached,
Calculate the following (refer 8-4):
Market Risk Premium (RPm)
Risk Premium for MSFT
Risk Premium for TSLA
What are the average values for each of the above?
\table[[,Returns in %,Returns in %,Returns in %,Returns in %],[Year,MSFT,TSLA,S&P500,1- YR T-Bill],[2012,5.84,18.59,13.41,0.16],[2013,44.28,344.14,29.60,0.13],[2014,27.54,47.85,11.39,0.25],[2015,22.70,7.91,-0.73,0.65],[2016,15.07,-10.97,9.54,0.81],[2017,40.72,45.70,19.42,1.73],[2018,20.80,6.89,-6.24,2.63],[2019,57.03,25.70,28.88,1.59],[2020,42.53,743.44,16.26,0.10],[2021,52.48,49.76,26.89,0.39],[2022,-28.02,-65.03,-19.44,4.73],[2023,16.50,17.50,7.50,3.52]]Regress Stock.Risk.Premium as Dependent Y variable again Market Risk Premium for both MSFT and TSLA (Refer Eqn 8.6. Use Excel Data Manu -> Data Analysis -> Regression -> Status your Inputs Y and X)
What findings do your two regressions show?
What is the respective systematic risk (betas) for MSFT and for TSLA (refer 8-4C)
Conceptualize your analysis by summarizing your findings.
 Continuing with the previous data, see attached, regarding Market Index (S&P500),

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