3 Jul 2013 stock market returns to be high, model-based expected returns are low. returns, and one or more different classes of investors accommodate The expected return on investment A would then be calculated as follows: Expected Return of A = 0.2(15%) + 0.5(10%) + 0.3(-5%) (That is, a 20%, or .2, probability times a 15%, or .15, return; plus a 50%, or .5, probability times a 10%, or .1, return; plus a 30%, or .3, probability of a return of negative 5%, or -.5) = 3% + 5% – 1.5% = 6.5% Expected Return = SUM (Return i x Probability i) where: "i" indicates each known return and its respective probability in the series The expected return is usually based on historical data and is The total return of a stock going from $10 to $20 is 100%. The total return of a stock going from $10 to $20 and paying $1 in dividends is 110%. The formula for expected return for an investment with different probable returns can be calculated by using the following steps: Step 1: Firstly, the value of an investment at the start of the period has to be determined. Step 2: Next, the value of the investment at the end of the period has to be assessed. The expected return of stocks is 15% and the expected return for bonds is 7%. Expected Return is calculated using formula given below. Expected Return for Portfolio = Weight of Stock * Expected Return for Stock + Weight of Bond * Expected Return for Bond. Expected Return for Portfolio = 50% * 15% + 50% * 7%.
The expected return on investment A would then be calculated as follows: Expected Return of A = 0.2(15%) + 0.5(10%) + 0.3(-5%) (That is, a 20%, or .2, probability times a 15%, or .15, return; plus a 50%, or .5, probability times a 10%, or .1, return; plus a 30%, or .3, probability of a return of negative 5%, or -.5) = 3% + 5% – 1.5% = 6.5% Expected Return = SUM (Return i x Probability i) where: "i" indicates each known return and its respective probability in the series The expected return is usually based on historical data and is The total return of a stock going from $10 to $20 is 100%. The total return of a stock going from $10 to $20 and paying $1 in dividends is 110%.
The formula is the following. (Probability of Outcome x Rate of Outcome) + (Probability of Outcome x Rate of Outcome) = Expected Rate of Return In the equation, the sum of all the Probability of Outcome numbers must equal 1. The stock has a beta compared to the market of 1.3, which means it is riskier than a market portfolio. Also, assume that the risk-free rate is 3% and this investor expects the market to rise in value by 8% per year. The expected return of the stock based on the CAPM formula is 9.5%.
3 Jul 2013 stock market returns to be high, model-based expected returns are low. returns, and one or more different classes of investors accommodate The expected return on investment A would then be calculated as follows: Expected Return of A = 0.2(15%) + 0.5(10%) + 0.3(-5%) (That is, a 20%, or .2, probability times a 15%, or .15, return; plus a 50%, or .5, probability times a 10%, or .1, return; plus a 30%, or .3, probability of a return of negative 5%, or -.5) = 3% + 5% – 1.5% = 6.5% Expected Return = SUM (Return i x Probability i) where: "i" indicates each known return and its respective probability in the series The expected return is usually based on historical data and is
The formula for expected return for an investment with different probable returns can be calculated by using the following steps: Step 1: Firstly, the value of an investment at the start of the period has to be determined. Step 2: Next, the value of the investment at the end of the period has to be assessed.