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    Objective: Calculate returns and riskiness of returns for various assetsIntroduction: Standard deviation is a proven mathematical methodology to measure the level of volatility for return on investments. When financial managers compare two funds with identical annualized returns, the fund with a lower standard deviation is typically the most attractive. The most common measure used for fund evaluation is standard deviation.Activity Details:Step 1: Introduction about Standard Deviation and RiskProvide a definition and introduction about “standard deviation” and explain how it is used to quantify risk.The overall written analysis essay should include a minimum of three references cited within the content of the paper and the reference page according to APA guidelines.Step 2: Standard Deviation 5 Step ProcedureExamine, in order, the five-step procedure for finding the standard deviation. Provide a brief description of each step and its purpose when possible. Review internal course readings and external sites about the standard deviation five-step procedure.Note: you may find external sites that use more than five steps. It is okay to include and write about more than five standard deviation steps.Optional: Insertion of an Excel exampleDescribe and address:• How to calculate the expected rate of return of the investment• Why it is best practice to subtract the expected rate of return of 15% from each of the possible rates of return and square the difference?• Explain the purpose for multiplying the squared differences calculated in step 2 by the probability that those outcomes will occur• Why it is necessary to sum all the values calculated in step 3 together?• What does the square root of the variance calculated in step 4 describe?Step 3: Asses and Conclude• Assess whether it is possible to diversify away the risk inherent in investments• Assess whether the standard deviation of a portfolio is, or is not, a weighted average of the standard deviations of the assets in the portfolio• Write a brief summary conclusion of what you have learned about “standard deviation” and how it is used quantify risk

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