In: Finance
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.}
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% |