Share Class

Thaddeus notices that Class A and Class C shares of the Ellsworth Growth Fund are listed at different net asset values, even though the prospectus says both classes represent an interest in the same portfolio. The explanation is that:

1. A.Class A shares include the front-end sales charge in the quoted net asset valueNAV never includes a sales charge. The load appears in the public offering price, not in the NAV.
2. B.the two classes hold different securities selected for different investor typesAll classes of one fund own an undivided interest in a single portfolio. Only the expense structure differs.
3. C.each class bears its own distribution expenses, so the class with higher ongoing fees develops a lower net asset valueCorrect. Class-specific expenses are charged to that class alone, which separates the NAVs over time.
4. D.the classes are valued on different days, so the quotes are not comparableAll classes are valued at the same time each business day using the same portfolio prices.

Why: Multiple share classes of one fund own the same portfolio, but each class bears its own distribution and service expenses. Class C's higher ongoing 12b-1 fee is charged against Class C assets only, so Class C's net assets per share grow more slowly and its NAV drifts below Class A's over time. The portfolio is identical; the expense load is not. This is also why long-horizon investors usually do better in Class A despite the front-end load. The clue is the phrase same portfolio. Review: how multiple share classes work.

A firm approved a private fund for its shelf after thorough due diligence. The sponsor later launches a new share class of the same fund with a different fee structure and different liquidity terms than the originally approved class. A principal treats the new share class as automatically covered by the original approval, since it's technically the same underlying fund. Is this the right conclusion?

1. A.Yes — since both share classes represent an ownership interest in the same underlying fund, an approval covering one class automatically covers any other class of that same fund.Wrong. Materially different fee and liquidity terms between share classes can present a genuinely different risk and cost profile.
2. B.Not necessarily — different fee structures and liquidity terms between share classes can meaningfully change the risk and cost profile a customer actually experiences, so a new share class with materially different terms needs its own evaluation rather than being assumed to be covered by the original approval of a different class.Correct. A share class with materially different terms needs its own evaluation, not automatic coverage under the original approval.
3. C.No, but only because the sponsor should have obtained a new prospectus number for the new share class before it could be offered at all.Wrong. This invents an unrelated documentation-numbering requirement rather than addressing the substantive terms difference.
4. D.Yes, provided the new share class's minimum investment amount is the same as the originally approved class.Wrong. A matching minimum investment amount doesn't address the more significant differences in fee structure and liquidity terms.

Why: Not necessarily. Different fee structures and liquidity terms between share classes can meaningfully change the risk and cost profile a customer actually experiences, so a new share class with materially different terms needs its own evaluation rather than being assumed to be covered by the original approval of a different class.

A representative recommends a mutual fund share class with ongoing annual fees but no upfront sales charge to a customer who has stated she intends to hold the investment for a very long time, without considering a share class of the same fund that has an upfront sales charge but lower ongoing annual fees. What should the principal evaluate?

1. A.Whether the share class recommended was actually appropriate given the customer's stated long holding period, since a share class with lower upfront cost but higher ongoing fees can become more expensive than the alternative share class over a long holding period, making the comparison between share classes relevant to the recommendation.Correct. Cost over the customer's expected holding period is the relevant comparison between share classes.
2. B.Nothing needs to be evaluated, since both share classes belong to the same underlying fund and therefore have identical suitability regardless of their fee structures.Wrong. This treats share classes of the same fund as interchangeable despite materially different fee structures over time.
3. C.The concern is that the recommended share class must be the one with the lowest total fees in the first year, regardless of the customer's intended holding period.Wrong. This focuses on first-year cost rather than the actual relevant factor, which is cost over the customer's expected holding period.
4. D.The concern applies only if the customer explicitly asked about different share classes; absent such a question, the representative has no obligation to consider the comparison.Wrong. This makes the comparison obligation contingent on the customer raising it rather than being part of the recommendation process itself.

Why: A share class with lower upfront cost but higher ongoing fees can become more expensive than the alternative share class over a long holding period, so the principal should evaluate whether the recommended share class was actually appropriate given the customer's stated long holding period.

Using the same fund family, Class A charges a 4.5% front-end load plus 0.25% annually, and Class C charges no front-end load but 1.00% annually. On a 50,000 dollar investment whose balance stays at approximately 50,000 dollars, the approximate holding period at which the two classes cost the same is:

1. A.About 8 yearsThis appears to use a conversion feature rather than the cost comparison. The arithmetic breakeven here is six years.
2. B.About 10 yearsBy year ten Class A is already 1,500 dollars cheaper. The crossover happened well before then.
3. C.About 4.5 yearsThis divides the 4.5% load by the 1.00% Class C fee, ignoring that Class A also charges 0.25% every year.
4. D.About 6 yearsCorrect. 2,250 / (0.0075 x 50,000) = 2,250 / 375 = 6 years.

Why: Set the cumulative costs equal. Class A after n years: 2,250 + 125n. Class C after n years: 500n. Setting them equal gives 2,250 + 125n = 500n, so 2,250 = 375n, and n = 6 years. Before year six, Class C is cheaper because the front load has not yet been recovered; after year six, Class A pulls ahead and the gap widens every year. This breakeven is the single most useful number in a share-class recommendation, because it converts the choice into a question about the customer's time horizon. The clue is that the question asks where the costs are equal. Review: share class breakeven analysis.