Question

In: Finance

According to your personal analysis, the expected return of NFLX should be 8.9%. However, this is...

According to your personal analysis, the expected return of NFLX should be 8.9%. However, this is not necessarily what the CAPM is saying. The expected return on the market is 11.5%, the risk-free rate is 1.4%, and the beta for NFLX is 1.14.

You want to exploit the mispricing using an arbitrage portfolio and the recipe from the book. Give the weight in the risk-free asset in percentage.

{Give your answer as a percentage with 2 decimals, e.g., if the answer is 0.345224 (or 34.5224%) , enter 34.52 as your answer.}

Solutions

Expert Solution

CAPM Expected Return = Risk Free Rate + Beta ( E(market return) - Risk Free rate)
Using CAPM E(NFLX) = 1.4 + 1.14 * ( 11.5 - 1.4)
Using CAPM E(NFLX) = 12.91%
Personal Analysis (NFLX) = 8.90%
As per APT factors needs to be considered for finding the mispricing
So, the factor considered is risk free asset (F1)
So actual return will be defined as below formula
Actual return =    E( Rp) + Weight of the factor * factor (F1)
So Actual return of NFLX =   E (NFLX) + weight of Risk Free Asset * Risk free asset
8.9 =   12.91   + W *   1.4
W = (8.9 - 12.9) / 1.4
W = -2.85%

Related Solutions

According to your personal analysis, the expected return of UBER should be 15.6%. However, this is...
According to your personal analysis, the expected return of UBER should be 15.6%. However, this is not necessarily what the CAPM is saying. The expected return on the market is 12%, the risk-free rate is 1.9%, and the beta for UBER is 1.11. You want to exploit the mispricing using an arbitrage portfolio and the recipe from the book. Give the weight in the risk-free asset in percentage. {Give your answer as a percentage with 2 decimals, e.g., if the...
According to your personal analysis, the expected return of UBER should be 15.2%. However, this is...
According to your personal analysis, the expected return of UBER should be 15.2%. However, this is not necessarily what the CAPM is saying. The expected return on the market is 10.2%, the risk-free rate is 1%, and the beta for UBER is 1.19. You want to exploit the mispricing using an arbitrage portfolio and the recipe from the book. Give the weight in the risk-free asset in percentage. {Give your answer as a percentage with 2 decimals, e.g., if the...
According to your personal analysis, the expected return of NFLX should be 8.2%. However, this is...
According to your personal analysis, the expected return of NFLX should be 8.2%. However, this is not necessarily what the CAPM is saying. The expected return on the market is 11.8%, the risk-free rate is 1.4%, and the beta for NFLX is 1.14. You want to exploit the mispricing using an arbitrage portfolio and the recipe from the book. Give the weight in the risk-free asset in percentage. {Give your answer as a percentage with 2 decimals, e.g., if the...
What is Beta of a Stock? What is the expected return of a stock according to...
What is Beta of a Stock? What is the expected return of a stock according to the CAPM model?
1) Rf=2%, Rm= 10% According to the CAPM model Expected Return X= 10 Expected Return Y=...
1) Rf=2%, Rm= 10% According to the CAPM model Expected Return X= 10 Expected Return Y= 6 Portfolios: A portfolio of stock X and rf with a 50% equal weighted investment yielded a STANDARD DEVIATION of 3. A portfolio of stock Y and rf with a 25% investment in stock Y yielded a STANDARD DEVIATION of 1. A portfolio of the market and rf with a 50% investment in the market yielded a STANDARD DEVIATION of 1. An equally weighted...
Rf=2%, Rm= 10% According to the CAPM model Expected Return X= 10 Expected Return Y= 6...
Rf=2%, Rm= 10% According to the CAPM model Expected Return X= 10 Expected Return Y= 6 Portfolios: A portfolio of stock X and rf with a 50% equal weighted investment yielded a STANDARD DEVIATION of 3. A portfolio of stock Y and rf with a 25% investment in stock Y yielded a STANDARD DEVIATION of 1. A portfolio of the market and rf with a 50% investment in the market yielded a STANDARD DEVIATION of 1. An equally weighted portfolio...
Rf=2%, Rm= 10% According to the CAPM model Expected Return X= 10 Expected Return Y= 6...
Rf=2%, Rm= 10% According to the CAPM model Expected Return X= 10 Expected Return Y= 6 Portfolios: A portfolio of stock X and rf with a 50% equal weighted investment yielded a STANDARD DEVIATION of 3. A portfolio of stock Y and rf with a 25% investment in stock Y yielded a STANDARD DEVIATION of 1. A portfolio of the market and rf with a 50% investment in the market yielded a STANDARD DEVIATION of 1. An equally weighted portfolio...
Rf=2%, Rm= 10% According to the CAPM model Expected Return X= 10 Expected Return Y= 6...
Rf=2%, Rm= 10% According to the CAPM model Expected Return X= 10 Expected Return Y= 6 Portfolios: A portfolio of stock X and rf with a 50% equal weighted investment yielded a STANDARD DEVIATION of 3. A portfolio of stock Y and rf with a 25% investment in stock Y yielded a STANDARD DEVIATION of 1. A portfolio of the market and rf with a 50% investment in the market yielded a STANDARD DEVIATION of 1. An equally weighted portfolio...
Rf=2%, Rm= 10% According to the CAPM model Expected Return X= 10 Expected Return Y= 6...
Rf=2%, Rm= 10% According to the CAPM model Expected Return X= 10 Expected Return Y= 6 Portfolios: A portfolio of stock X and rf with a 50% equal weighted investment yielded a STANDARD DEVIATION of 3. A portfolio of stock Y and rf with a 25% investment in stock Y yielded a STANDARD DEVIATION of 1. A portfolio of the market and rf with a 50% investment in the market yielded a STANDARD DEVIATION of 1. An equally weighted portfolio...
Rf=2%, Rm= 10% According to the CAPM model Expected Return X= 10 Expected Return Y= 6...
Rf=2%, Rm= 10% According to the CAPM model Expected Return X= 10 Expected Return Y= 6 Portfolios: A portfolio of stock X and rf with a 50% equal weighted investment yielded a STANDARD DEVIATION of 3. A portfolio of stock Y and rf with a 25% investment in stock Y yielded a STANDARD DEVIATION of 1. A portfolio of the market and rf with a 50% investment in the market yielded a STANDARD DEVIATION of 1. An equally weighted portfolio...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT