FIN 7100 Module 3 Risk and Return Interim Report Example

Reviewed by Edgar Pennington, MBA Thomas Edison State University Updated October 2026

This FIN 7100 Module 3 sample is the interim report from the Financial Management final project, measuring risk and return for four New Jersey stocks over sixty months. Written for TESU's Master of Business Administration (MBA), it acts as an investment manager for a composite retired couple and reports average return, volatility, beta, largest decline and Sharpe ratio for Johnson & Johnson, Merck, Campbell's and Prudential. A correlation matrix shows an equal-weight portfolio at 14.8 percent volatility against a 21.5 percent average, beta results are tested against research, and CAPM required returns from adjusted betas set up the final valuation. FIN-7100 is the code to search for.

CourseFIN-7100 Financial Management
ModuleModule 3
Paper typeFinal project, stage 2: interim report on risk and return
LengthAbout 1,018 words, 6 pages
FormatAPA 7 student paper
SchoolThomas Edison State University
ProgramMaster of Business Administration
UpdatedOctober 2026

Free sample paper for FIN 7100 Module 3

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Four New Jersey Stocks, Sixty Months and One Portfolio: An Interim Report on Risk and Return for an Income-Seeking Client

Student Name

Master of Business Administration (MBA), Thomas Edison State University

FIN-7100: Financial Management

Mentor Name

Month Day, Year

What this page is doingThe title states the sample, the data window and the client so the mentor can judge the scope at a glance. The companies and returns are real; the client is a composite.
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Four New Jersey Stocks, Sixty Months and One Portfolio: An Interim Report on Risk and Return for an Income-Seeking Client

This interim report is the second stage of my final project, in which I act as an investment manager recommending stocks to a client. The client, a composite retired couple in Princeton, wants a sleeve of about $300,000 in large companies headquartered in New Jersey, with steady income and less volatility than the overall market. My approved proposal named four candidates: Johnson & Johnson and Merck in pharmaceuticals and medical technology, The Campbell's Company in packaged food, and Prudential Financial in insurance and asset management. Since the proposal, I have collected the price and dividend data, run the calculations and reviewed each company's latest annual report. This report sets out the data and method, presents the risk and return of each stock and of combined portfolios, and states a preliminary view. The final paper will add capital structure and the effects of market imperfections.

Data and Method

Monthly closing prices adjusted for dividends and splits were collected for each stock from September 2021 through September 2026, giving sixty monthly returns from October 2021 onward. The S&P 500 index served as the market; because the index series excludes dividends, the comparison slightly understates the market's total return. Following the textbook's treatment of historical risk and return (Berk & DeMarzo, 2020), I calculated each stock's average monthly return and standard deviation, both annualized, its beta from a regression on the index, its largest peak-to-trough decline and its Sharpe ratio, using the average three-month Treasury bill yield over the period, 3.77 percent, as the risk-free rate.

Results for Each Stock

The four stocks behaved very differently over the five years.

Measure, October 2021 to September 2026Johnson & JohnsonMerckCampbell'sPrudentialS&P 500
Average annual return14.3%19.3%minus 8.8%9.2%12.8%
Annual standard deviation17.5%24.5%20.3%23.7%15.5%
Beta against the S&P 5000.220.210.060.851.00
Largest decline, peak to troughminus 15.7%minus 40.0%minus 59.1%minus 29.1%minus 24.8%
Sharpe ratio0.600.63Negative0.230.58

Merck delivered the highest average return, helped by strong sales of its cancer medicines, but also the highest volatility and a 40 percent fall from its peak before recovering. Johnson & Johnson combined a strong return with the lowest volatility and the shallowest decline of the four, which gives it the best fit with the clients' wish for steadiness. Campbell's lost money in most of the period and fell 59 percent from its high; its low beta did not protect investors, because almost all of its risk was specific to the company. Prudential behaved most like the market, with a beta of 0.85, and earned less than the index with more volatility.

The betas deserve caution. Three of the four are far below 1, partly because pharmaceutical and food stocks often move independently of the broader market and partly because company-specific events dominated these five years. Fama and French (1992) found that beta alone did a poor job of explaining differences in average returns across stocks, and these results are a small example: the lowest-beta stock earned the worst return and the two drug makers earned more than their betas would predict.

What this page is doingInterpreting the betas against research, rather than accepting the regression output, is the kind of judgment the interim report is graded on.
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Correlations and Diversification

Markowitz (1952) showed that a portfolio's risk depends on how its holdings move together, not only on their individual volatility. The correlations among the four stocks were low, from 0.13 between Campbell's and Prudential to 0.49 between Johnson & Johnson and Merck, the only pair in the same industry. An equal-weighted portfolio of all four had an annual standard deviation of 14.8 percent, well below the 21.5 percent average of the four stocks and slightly below the index, with a beta of 0.33. Diversification therefore worked as theory predicts, even across only four names. The worst single months tell the same story: Campbell's fell 17.4 percent in one month and Prudential 17.3 percent, while Johnson & Johnson's worst month was a loss of 8.6 percent, smaller than the index's worst of 9.3 percent. For retired clients who may need to sell during a bad month, the depth of losses matters as much as their average size.

The equal-weighted portfolio's average return, however, was only 8.5 percent, held down by Campbell's. A portfolio of 40 percent each in Johnson & Johnson and Merck and 20 percent in Prudential, with no Campbell's, returned 15.3 percent with a standard deviation of 16.8 percent, a Sharpe ratio of 0.69. A search over weights in 5 percent steps found the lowest-risk mix at 40 percent Johnson & Johnson, 5 percent Merck, 35 percent Campbell's and 20 percent Prudential, with a standard deviation of 14.2 percent, but its average return was only 5.4 percent. Minimum variance is not the clients' goal; the trade-off between risk and return is.

Looking Forward: Required Returns

Past returns are a weak guide to future ones, so I also estimated required returns with the capital asset pricing model (Sharpe, 1964), using the 5.29 percent yield on 10-year Treasury notes at the end of September 2026, an equity premium of 5.5 percentage points and betas adjusted toward 1 to reduce estimation error. The adjusted betas are about 0.48 for Johnson & Johnson, 0.47 for Merck, 0.37 for Campbell's and 0.90 for Prudential, giving required returns of roughly 7.9, 7.9, 7.3 and 10.2 percent. These rates will serve as discount rates in the final valuations.

Preliminary View and Next Steps

On the evidence so far, the sleeve should be built mainly from Johnson & Johnson and Merck, with a smaller position in Prudential for its different business, and with Campbell's limited or excluded despite its 7.9 percent dividend yield. Two questions remain for the final paper. First, Campbell's debt and its dividend payout above earnings raise questions about financial distress that past returns do not capture. Second, the capital structures of all four companies, and how their dividend policies serve shareholders, may change the ranking. I will complete that analysis using each company's latest Form 10-K and deliver the recommendation with position sizes and income estimates.

References

Berk, J., & DeMarzo, P. (2020). Corporate finance: The core (5th ed.). Pearson.

Fama, E. F., & French, K. R. (1992). The cross-section of expected stock returns. The Journal of Finance, 47(2), 427-465. https://doi.org/10.1111/j.1540-6261.1992.tb04398.x

Markowitz, H. (1952). Portfolio selection. The Journal of Finance, 7(1), 77-91. https://doi.org/10.1111/j.1540-6261.1952.tb01525.x

Sharpe, W. F. (1964). Capital asset prices: A theory of market equilibrium under conditions of risk. The Journal of Finance, 19(3), 425-442. https://doi.org/10.1111/j.1540-6261.1964.tb02865.x

FIN 7100 Module 3 instructions, in plain terms

The FIN-7100 final project casts you as a manager of client money who must research publicly traded companies and make a specific investment recommendation. It is built in three stages: an approved proposal worth 5 percent, an interim report worth 15 percent and a final paper worth 30 percent. Module 3 covers risk and return analysis for investment opportunities, linked to the objective on calculating expected return and volatility for a portfolio and the effect of diversification. The interim report should show your data, method and early findings, so the mentor can redirect you before the final paper. Keep a record of your data source and download date; the final paper will need them.

How this FIN 7100 Module 3 example is built

The report restates the client's goal and the approved candidates, then explains exactly where the data came from, the window and the measures, including the risk-free rate used. One table gives each stock's results beside the index. The discussion interprets the numbers rather than repeating them and questions the low betas with research. A diversification section compares portfolio risk to average stock risk and tests three mixes, noting that minimum variance is not the client's goal. Forward-looking required returns and a list of open questions prepare the final paper. Nothing in the report claims more certainty than five years of data can give.

Reading the FIN 7100 Module 3 grading rubric

The interim report earns a score out of 100 and contributes 15 percent of the FIN-7100 grade. Mentors expect correct calculations of return, standard deviation, beta and portfolio risk, a transparent method with dates and sources, and an analysis that links the numbers to the client's goals. Showing the effect of diversification with real correlations meets the module's objective directly. Because it is a progress report, a clear statement of what remains to be done, and how, also matters to the grade, as do accurate APA citations. Honest caveats about the data window and the betas strengthen rather than weaken the report, because they show the mentor you know what the numbers can and cannot support.

Common FIN 7100 Module 3 mistakes, and how to avoid them

Interim reports often present spreadsheets of returns without telling the reader what they mean for the recommendation. Some students annualize monthly standard deviation by multiplying by twelve rather than by the square root of twelve, or compare total returns for stocks with price-only returns for the index without saying so. Others report a portfolio's risk without the correlations behind it. State your window and data source exactly, and use the same window for every stock and the index. Annualize consistently and say how you did it, so the mentor can follow each figure back to the monthly data. Our writers can prepare a FIN 7100 interim report on the companies in your approved proposal.

Write yours, or have the desk draft it

This paper is an original model document written by our desk, not a submitted student paper and not an official Thomas Edison State University document. Read it for the moves, then write your own to the instructions in your classroom. If you want one built to your exact prompt and rubric, the first custom sample is free and arrives in 24 to 48 hours.

More FIN 7100 and Master of Business Administration sample papers

FIN 7100 Module 3 questions, answered

Where can I find a free FIN 7100 Module 3 sample paper?

The final project interim report for Financial Management is reproduced above: five years of risk and return for four New Jersey stocks, their correlations, portfolio diversification and CAPM required returns, with references.

How do you annualize a monthly standard deviation?

Multiply it by the square root of twelve; the average monthly return is multiplied by twelve.

Why can a portfolio be less volatile than the stocks in it?

Because the holdings do not rise and fall in lockstep, some of their swings cancel, leaving the portfolio less volatile than the average of its parts.

What is the FIN-7100 final project?

Acting as a hedge fund or investment manager, you research public companies and make an investment recommendation, built through a proposal, an interim report and a final paper.

Why can a low-beta stock still be risky?

Beta measures only market-related risk; a stock can have high company-specific risk, as a 59 percent decline in a stock with a beta near zero shows.