MT422 Unit 6 Active Versus Passive Reflection Example

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A belief that index funds suit large companies while small caps reward stock pickers meets the long record in this MT422 Unit 6 seminar reflection, written in the first person. A classmate's SPIVA figures show that only 30 percent of small-cap funds trailed the S&P SmallCap 600 in 2024, yet over fifteen years a majority trailed in every equity category. The instructor restates Sharpe's arithmetic of active management: before costs the average active dollar earns the market return, so after costs it must trail. The writer then runs the fees: $100,000 at an assumed 7 percent for thirty years grows to $750,626 at 0.05 percent and $574,349 at 1.00 percent. Purdue Global MT 422 holds this seminar in the BS in Business Administration, and the revised view carries into Unit 10.

CourseMT422 Portfolio Management
UnitUnit 6
Paper typeSeminar reflection
LengthAbout 840 words, 6 pages double-spaced
FormatAPA 7 student paper
SchoolPurdue University Global
ProgramBS in Business Administration
UpdatedOctober 2026

Free sample paper for MT422 Unit 6

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The Small-Cap Exception I Came In With: An MT422 Unit 6 Seminar Reflection on Active Versus Passive Management

[Student Name]

Purdue University Global

MT422: Portfolio Management

Unit 6 Seminar Reflection

[Instructor Name]

[Date]

The seminar and classmates are composite; the fee comparison uses an assumed 7 percent gross return on a composite $100,000, and the scorecard figures and other sources cited are real.

What this part is doingStating the starting position in the first sentence lets the reader see exactly what changes.
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What I Believed Going In

My notes from before the session read: index funds for the S&P 500, active for small caps. My reasoning was that hundreds of analysts follow every large company, so prices there already reflect what anyone could learn, while many small companies have only one or two analysts or none, so a careful manager could find mispriced shares. It seemed like a reasonable exception to the general case for indexing, and I had seen a headline that most small-cap managers beat their index last year.

What Pressed on It

The headline turned out to be true and beside the point. Keisha brought the latest SPIVA scorecard, the twice-yearly comparison of active funds with their benchmarks (S&P Dow Jones Indices, 2025). For 2024 alone, only 30 percent of U.S. small-cap funds trailed the S&P SmallCap 600, the lowest rate in more than two decades of the report. But over the fifteen years to December 2024, a majority of active managers trailed their benchmark in every equity category the scorecard tracks, small caps included. My headline was one good year; her figure was the long record.

The instructor then restated the argument Sharpe (1991) made, which I had read but not taken seriously. Before costs, the average actively managed dollar in any market must earn that market's return, because active and passive investors together hold the whole market, and passive investors earn exactly the market return. After costs, which are higher for active funds, the average actively managed dollar must trail. The argument applies to small caps as much as to large ones. It does not say that no manager can win, only that active managers as a group cannot.

That stopped me, because my exception rested on the idea that small caps are inefficient. Even if they are, someone is on the other side of every mispriced trade, and in a market made up mostly of professionals, the winners' gains are other professionals' losses.

The argument does not depend on whether small-cap prices are efficient; it depends on arithmetic.

What this part is doingNaming the reason the argument survived the writer's objection shows real engagement with it.
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The Numbers I Ran That Evening

I wanted to see what costs do in dollars, so I took a composite $100,000 invested for thirty years at an assumed 7 percent gross return. At an annual fee of 0.05 percent, typical of an index fund, it grows to $750,626. At 1.00 percent, common for active small-cap funds, it grows to $574,349. The investor in the expensive fund keeps 76.5 percent of what the cheap fund delivers, and the difference, $176,277, is more than the original investment.

For the two balances to finish level, the costlier fund's manager would have to outrun the small-cap index by roughly 0.95 points in every one of the thirty years, and that is before any tax drag. French (2008) added up what investors pay in fees, trading and research in pursuit of above-market returns and found the total ran to a meaningful slice of market value every year, and Fama and French (2010) found that few funds produce returns large enough to cover their costs once luck is accounted for.

The View I Now Hold

I also noticed how the seminar changed the way I talked about it. Before, I spoke about small caps as a place where clever people win. Afterward, I found myself asking who loses when they win, and what it costs everyone to find out who the winners are.

I have not concluded that skill does not exist. Fama and French (2010) leave room for a small number of managers with genuine ability, and the 2024 figure shows that active small-cap managers can have strong years. What I now think is narrower and more useful: since I cannot identify skilled managers in advance with any confidence, the expected cost of trying is known and the expected benefit is not. For most investors, including the composite client I will build a portfolio for in Unit 10, a low-cost small-cap index fund is the better default, and an active fund would need a specific reason and a fee close to an index fund's to earn a place.

I also changed how I read performance headlines. A one-year figure, especially an unusual one, tells me about one year. The long-period data and the arithmetic tell me about the bet.

What I Will Do Differently

In the Unit 10 proposal I will justify every holding by its cost and what it adds to the portfolio, not by a story about market inefficiency. If I include any active fund, I will state the break-even margin it must earn over its index and why I expect it to clear it.

What this part is doingCarrying the revised view into a named later assignment shows the reflection changed the writer's work, not only the writer's opinion.
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References

Fama, E. F., & French, K. R. (2010). Luck versus skill in the cross-section of mutual fund returns. Journal of Finance, 65(5), 1915-1947. https://doi.org/10.1111/j.1540-6261.2010.01598.x

French, K. R. (2008). Presidential address: The cost of active investing. Journal of Finance, 63(4), 1537-1573. https://doi.org/10.1111/j.1540-6261.2008.01368.x

Sharpe, W. F. (1991). The arithmetic of active management. Financial Analysts Journal, 47(1), 7-9. https://doi.org/10.2469/faj.v47.n1.7

S&P Dow Jones Indices. (2025). SPIVA U.S. year-end 2024 scorecard. https://www.spglobal.com/spdji/en/documents/spiva/spiva-us-year-end-2024.pdf

What the MT422 Unit 6 assignment asks for

Unit 6 asks students to reflect on the seminar debate about active and passive management and on how it affected their own view. Instructors read for a change, or a tested confirmation, so the starting position should be stated plainly. Evidence raised in the session should be named with its source, period and category, because scorecard figures vary widely across all three. The argument should be stated accurately; Sharpe's point is about the average active dollar after costs, not a claim that no manager can win. A short calculation of what fees do over a long horizon, with its assumptions, usually strengthens the reflection. Listing who said what without judging it earns little. The strongest reflections carry the revised view into later course work.

How this MT422 Unit 6 example is built

The sample begins with the writer's notes before the session and the reasoning behind the small-cap exception. The next part credits Keisha's SPIVA figures and shows why a strong single year and a long record point different ways. The instructor's restatement of Sharpe follows, with the writer's objection about inefficient markets and why it fails, under a highlighted line about arithmetic. An evening fee calculation gives the two ending values and the break-even margin, with French and Fama and French on the cost of active investing. A short passage notes how the writer's questions changed. The revised view keeps room for skill but sets a low-cost default, and the last part commits to a rule for Unit 10.

MT422 Unit 6 rubric: what earns full points

Seminar reflections in MT422 are usually graded on a clear starting point, accurate use of evidence and argument, analysis by the writer and a connection to later work. Reporting the session's conclusion without the writer's own position cannot show a view changing. Rubrics reward scorecard figures with the report, period and category named. Credit goes to stating Sharpe's argument correctly, since papers often stretch it into a claim that no manager can win. A fee comparison with its gross return and horizon stated adds evidence the writer produced. Judging the arguments rather than transcribing them earns analysis marks. Taking the revised view into the portfolio proposal shows the reflection changed the work. First-person voice and APA 7 references complete the marks.

MT422 Unit 6 help: mistakes that cost points

Weak MT422 reflections often announce that index funds won the debate and end there, with no account of what the writer believed before. Another frequent error quotes a scorecard percentage with no category or period, so it cannot be checked. Students often overstate Sharpe's argument or confuse it with a claim about market efficiency. Fee comparisons appear without a gross return, horizon or starting amount. Some reflections turn into a list of comments from classmates. Many end with a general preference for index funds rather than a change in how the student will work. Before submitting, check that your reflection states your view before the session, names the strongest evidence against it and says exactly what you will do differently in a later unit.

Get an MT422 Unit 6 example written to your instructions

Whatever the Unit 6 seminar debated, or whatever reading your section assigns in its place, send your notes on it and the first MT422 reflection is drafted free, argued from your starting position, within 24-48h. Evidence gets sourced and dated, the rubric's length and headings are followed, and the conclusion can hold or shift as you specify. The paper above is an original model document written by our desk, not a submitted student paper and not an official Purdue University Global document.

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MT422 Unit 6 questions, answered

Can the reflection argue for active management?

Yes. A reflection is graded on reasoning, not on reaching the index-fund conclusion. A defensible case for active management names where and why a manager might add value after costs, acknowledges the scorecard evidence directly and says what result would change the writer's mind. Ignoring the evidence is what costs marks, not the position taken.

Does the reflection need numbers, or is opinion enough?

A figure or two strengthens it considerably. Here the writer's own fee comparison, 750,626 against 574,349 on the same composite starting sum, does work that no amount of opinion could. Keep calculations short, label assumptions such as the gross return, and let the numbers mark the point where the view began to shift.

How should scorecard statistics be cited?

Name the report, its edition or date, the fund category and the period, then give the figure. SPIVA and similar reports publish many horizons and categories, and a percentage without those details cannot be checked. If the exact figure is uncertain, bracket it and cite where it will be confirmed rather than rounding from memory.

Where can I find a free MT422 Unit 6 sample paper?

The full MT422 Unit 6 seminar reflection is here, testing a belief in active small-cap funds against scorecard evidence, Sharpe's argument and fees.

How much would the active fund need to beat its index by in the MT422 Unit 6 sample?

About 0.95 points every year for thirty years, before taxes, just to match the index fund's ending value on the same $100,000.