John is considering adding two stocks to his portfolio that have the same standard deviation and are in the same industry. Adding both stocks to the portfolio will most likely ______.
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The market risk premium for next period is 6.50% and the ris…
The market risk premium for next period is 6.50% and the risk-free rate is 3.60%. Stock Z has a beta of 0.839 and an expected return of 9.90%. Calculate the following. Please write your answers as percentages (e.g. .1234 should be written as 12.34): Market’s reward-to-risk ratio: [1]% Stock Z’s reward-to-risk ratio: [2]%
Which one of the following categories of securities has had…
Which one of the following categories of securities has had the most volatile returns over the period 1926 to 2005?
There is a 48.90% probability of an average economy and a…
There is a 48.90% probability of an average economy and a 51.10% probability of an above average economy. You invest 24.32% of your money in Stock S and 75.68% of your money in Stock T. In an average economy the expected returns for Stock S and Stock T are 14.14% and 6.16% , respectively. In an above average economy the the expected returns for Stock S and T are 38.90% and 32.13% , respectively. What is the expected return for this two stock portfolio? (2.0 points) Please write your answer as percentage (e.g. .1234 should be written as 12.34): Expected Return: [1]%
A stock has an expected return of 11.10% and a standard de…
A stock has an expected return of 11.10% and a standard deviation of 9.79%. Compute the following for this stock: (Please write all answers as percentages (e.g. .1234 should be written as 12.34): Upper range of 68% confidence interval: [1]% Lower range of 68% confidence interval: [2]% Upper range of 95% confidence interval: [3]% Lower range of 95% confidence interval: [4]% Upper range of 99% confidence interval: [5]% Lower range of 99% confidence interval: [6]%
You are invested 30.10% in growth stocks with a beta of 1.94…
You are invested 30.10% in growth stocks with a beta of 1.944, 11.50% in value stocks with a beta of 1.180, and 58.40% in the market portfolio. What is the beta of your portfolio? After completing all calculations, please round your answer to four decimal places. Beta: [1]
The principle of diversification tells you that ______.
The principle of diversification tells you that ______.
Magnetic Corporation expects dividends to grow at a rate of…
Magnetic Corporation expects dividends to grow at a rate of 10.23% for the next two years. After two years, dividends are expected to grow at a constant rate of 6.52% , indefinitely. Magnetic’s required rate of return is 10.49% and they paid a $2.35 dividend today. Compute the following for Magnetic Corporation’s common stock: Compute the following for Magnetic Corporation’s common stock: Dividend at the end of year 1: $[1] Dividend at the end of year 2: $[2] Dividend at the end of year 3: $[3] Price of stock at the end of year 2: $[4] Price of stock today: $[5]
The current price of Janco stock is $6.84 . Dividends are…
The current price of Janco stock is $6.84 . Dividends are expected to grow at 6.64% indefinitely and the most recent dividend paid yesterday was $3.82. Compute the following for Janco stock: Please write your answers as a percentage (e.g. .1234 should be written as 12.34): The required rate of return: [1]% The dividend yield: [2]% Capital gains yield: [3]%
The market risk premium for next period is 5.84% and the r…
The market risk premium for next period is 5.84% and the risk-free rate is 3.03% . Stock Z has a beta of 1.063 and an expected return of 11.62%. Compute the following. After completing all calculations, please round your answers to four decimal places. Market’s reward-to-risk ratio: [1] Stock Z’s reward-to-risk ratio: [2]