Expected return =(p1× r1) + (p2× r2) + (p3× r3)
P= probability of each return
r= rate of return
E(r)= expected return
Expected return = (0.4 × - 0.25)+ (0.25× 0.20) +(0.35 ×0.45)
Expected return = (-1) + 0.05 + 0.1575= 0.1075 or 10.75%
Variance = p1( r1 - E(r) )^ 2 + p2 (r2- E(r)) ^2 + p3 (r3- E(r))^ 2
Variance = 0.4 ( -0.25-0.1075) ^ 2 + 0.25(0.20 -0.1075)^2 + 0.35(0.45 -0.1075)^2
Variance = 0.0511225 + 0.0021391+ 0.0410572= 0.1456552
Standard deviation = (0.1456552) ^ .5= 0.381648
The expected possible outcomes for Roxy Stock are below. What is the expected return? (Show your...
QUESTION 11 You bought a share of Bavarian Sausage stock for $46.50 at the beginning of the year. During the year the stock paid a $2.75 dividend and at the end of the year it trades at $52.75. What is the total return of your stock investment? (Show your work. Label %. Two decimal places required. Highlight or bold your answer.) What is the total dollar return on your investment? (Show your work. Label S. Two decimal places required. Highlight...
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Calculate the expected return on stock of Gamma Inc.: State of the economy Probability of the states Percentage returns Economic recession 25% -3.9% 33% 4.4% Steady economic growth Boom Please calculate it 8.5% Round the answers to two decimal places in percentage form. (Write the percentage sign in the "units" box) Your Answer: units Answer
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ROE=15%, dividends paid $1.50, 10% of earnings paid, appropriate discount is 20% = price? (Show your work. Label S. Two decimal places required. Highlight or bold your an
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