Question

Continuous Distribution Problem • Assume that the following list represents the continuous distribution of population returns for a particular investment (even though there are only 10 returns). 9.6%, -15.4%, 26.7%, -0.2%, 20.9%, 28.3%, - 5.9%, 3.3%, 12.2%, 10.5% • Calculate the Expected Return and Standard Deviation for the population assuming a continuous distribution.

          Continuous Distribution
Problem
• Assume that the following list represents the
continuous distribution of population returns for a
particular investment (even though there are only 10
returns).
9.6%, -15.4%, 26.7%, -0.2%, 20.9%, 28.3%, -
5.9%, 3.3%, 12.2%, 10.5%
• Calculate the Expected Return and Standard
Deviation for the population assuming a
continuous distribution.

Continuous Distribution
Problem
• Assume that the following list represents the
continuous distribution of population returns for a
particular investment (even though there are only 10
returns).
9.6%, -15.4%, 26.7%, -0.2%, 20.9%, 28.3%, -
5.9%, 3.3%, 12.2%, 10.5%
• Calculate the Expected Return and Standard
Deviation for the population assuming a
continuous distribution.

Added by Michelle H.

Horngren’s Cost Accounting

Srikant M. Datar, Madhav V. Rajan 16th Edition

Instant Answer

Solved by Expert Shagufi Iqbal

Step 1

To calculate the average, sum up all the returns and then divide by the number of returns. Expected Return (Mean) = (Sum of all returns) / (Number of returns) For the given data: Sum of all returns = 9.6% + (-15.4%) + 26.7% + (-0.2%) + 20.9% + 28.3% + 5.9% + Show more…

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Continuous Distribution Problem Assume that the following list represents the continuous distribution of population returns for a particular investment (even though there are only 10 returns): 9.6%, -15.4%, 26.7%, -0.2%, 20.9%, 28.3%, 5.9%, 3.3%, 12.2%, 10.5%. Calculate the Expected Return and Standard Deviation for the population assuming a continuous distribution.