An investor buys a 10-year exchange-traded note linked to a broad equity index. The note is callable by the issuer at its indicative value on any call date after the second year. On the fourth-year call date, the index has risen 40%, and the issuer exercises the call.
Which of the following correctly describes the investor's position after the call? Answer: The investor receives the note's current value in cash and no longer shares in future index gains.
Callable ETN provisions: when the issuer exercises a call, the note is redeemed before maturity for a cash payment equal to the applicable call price (here, the note's indicative value), and the investor no longer has exposure to future index performance. Receiving only the original principal, or original principal plus a conventional call premium, applies ordinary callable-bond terms rather than the ETN's call at indicative value. Receiving the index gain while continuing to hold until maturity contradicts the redemption.
An index begins at 100. On Day 1 it rises 25%; on Day 2 it falls 20%, ending at its starting level. A 1x inverse ETF seeks to deliver the opposite of the index's daily return. The ETF's expenses are zero.
Over the two days, the inverse ETF's return is closest to: Answer: -10%
The inverse ETF's daily objective compounds. Day 1: the index rises to 125, and the inverse ETF falls 25% to 75. Day 2: the index falls 20% back to 100, and the inverse ETF rises 20% to 90. The return is -10%. The 0% option assumes the inverse of the cumulative index return, the -5% option sums the daily percentage moves, and the +5% option reverses the sign but ignores compounding.
An IAR is comparing two exchange-traded products for a client: a commodity ETF that invests in futures contracts, and an exchange-traded note (ETN) issued by a bank that promises to pay the return of the same commodity index at maturity. The client has not previously owned an ETN.
Which risk of the ETN should the IAR emphasize when comparing it with the commodity ETF? Answer: The ETN is an unsecured obligation of the bank, so bank failure could cause a loss even if the index rises.
ETN structure: an ETN is an unsecured debt obligation, not a portfolio of commodities, so the issuer's creditworthiness is a central risk. The option describing the bank's failure causing loss even if the index rises is correct. The option about a portfolio manager misstates the product; an ETN has no commodity portfolio to manage. Daily leverage reset applies to leveraged and inverse funds, not a conventional ETN. The ETN is a debt security, and its market price is not set by a monthly issuer auction.
A 3x leveraged ETF seeks to provide three times the daily return of an index. The index pays no dividends. On Day 1 the index rises 5%. On Day 2 the index falls 5%. The ETF's expenses are zero.
Over the two-day period, the leveraged ETF's return is closest to: Answer: -2.25%
Leveraged ETF daily reset mechanics: the index moves from 100 to 105 to 99.75, for -0.25%. The ETF moves from 100 to 115 on Day 1, then loses 15% of 115 to 97.75, for -2.25%. The -0.75% option implicitly applies 3x to the cumulative index return. The 0% option adds the daily targets without compounding. The -0.25% option is the underlying index return.
- Which of the following statements regarding exchange-traded notes (ETNs) is true?
Answer: An ETN is an unsecured debt obligation of the issuer, and the holder bears the issuer's credit risk in addition to the market risk of the tracked index.
An exchange-traded note is an unsecured debt obligation of the issuing financial institution, not an investment company and not a trust. The holder has a contractual claim against the issuer for a payment at maturity based on the tracked index's performance less the investor fee, so the holder bears both the market risk of the index and the credit risk of the issuer. The statement that the note is a secured obligation backed by a pledge of the index's securities is wrong: the note is unsecured, and no collateral backs the issuer's promise. The statement that the note is an exchange-traded investment company holding the index's securities is wrong: an ETN is not registered under the Investment Company Act of 1940 and holds no portfolio of the index's securities. The statement that the note passes through the index's dividends is wrong: the issuer does not own the underlying securities, and the holder receives no dividend payments.
- Which of the following statements regarding exchange-traded notes (ETNs) and exchange-traded funds (ETFs) is true?
Answer: An ETN is registered under the Securities Act of 1933 as a debt security, not as an investment company under the Investment Company Act of 1940.
Under the Securities Act of 1933 and the Investment Company Act of 1940, an ETN is a debt security of the issuing institution, not an investment company. A public offering of ETNs is registered under the 1933 Act, but the ETN is not registered under the 1940 Act. The statement that an ETN is an investment company and must comply with the 1940 Act's diversification and leverage requirements is wrong: those requirements apply to registered investment companies, not to issuers of debt securities. The statement that an ETF is an unsecured debt obligation of its sponsor is wrong: an ETF shareholder owns an interest in a fund holding a portfolio of assets, so the sponsor's creditworthiness does not back the shares. The statement that exchange listing exempts ETNs and ETFs from registration under the 1933 Act is wrong: listing on an exchange is not an exemption from Securities Act registration.
An investor buys a structured note with a 10% downside buffer linked to an equity index. At maturity, the note absorbs the first 10 percentage points of any decline in the index, and the investor bears any decline beyond 10 percentage points. The index falls 35% over the note's term.
Approximately how much principal does the investor lose at maturity, ignoring issuer credit risk and taxes? Answer: 25%
A 10% downside buffer means the first 10 percentage points of the index decline are absorbed before the investor bears losses. With a 35% index decline, the investor's principal loss is 35% − 10% = 25%. The 10% option treats the buffer percentage as the investor's loss; the 35% option ignores the buffer; the 45% option adds the buffer to the decline instead of subtracting it.
- Which of the following statements regarding market-linked certificates of deposit is true?
Answer: A market-linked CD is an FDIC-insured deposit, but the investor can receive less than the original principal if the CD is sold before maturity.
A market-linked certificate of deposit is a bank-issued structured product: its return is linked to an index or basket, and the deposit is FDIC-insured up to $250,000. FDIC insurance protects the principal and accrued interest if the issuing bank fails, but it does not protect an investor who sells the CD before maturity; the sale price reflects the index's performance and can be below the original principal. The statement that the principal is not FDIC-insured because the return is index-linked is wrong: the index link does not change the deposit's insured status. The statement that a market-linked CD is not generally considered a structured product because a bank issues it is wrong: it is a structured product issued in deposit form. The statement that the issuing bank guarantees early redemption at the original principal is wrong: early redemption or secondary-market sale can return less than principal.
An investor tells an IAR that buying a 1x inverse ETF with cash is essentially the same as selling short an index ETF.
Which of the following statements is correct? Answer: An inverse ETF bought with cash cannot lose more than the amount invested, but a short sale has unlimited loss potential.
Concept: cash purchase of an inverse ETF vs. a short sale. The correct statement is that an inverse ETF bought with cash cannot lose more than the amount invested, while a short sale has theoretically unlimited loss potential because the underlying index can rise without limit. The statement that both the inverse ETF and the short sale have unlimited loss potential is wrong because the inverse ETF is a limited-liability security and the cash buyer is not margined. Margin calls do not apply to a cash ETF holder, and a short sale is not subject to a margin call merely because the index rises. The inverse ETF resets daily and seeks the inverse of daily index performance, so it does not provide the exact opposite of the index's cumulative return over any holding period.
- Which of the following statements regarding structured notes is true?
Answer: A structured note's principal-protection feature is contractual, so the investor can still lose principal if the issuer defaults, even when the note is held to maturity.
A structured note is an unsecured debt obligation that typically combines a bond component with a derivative component whose payoff is linked to an underlying index or asset. Any principal-protection feature is a contractual promise of the issuer, so it is only as strong as the issuer's creditworthiness; if the issuer defaults, the investor can lose principal even when the note is held to maturity. The statement that SIPC protects the note against a decline in the underlying index is wrong: SIPC covers customers of a failed broker-dealer, not market losses or issuer default. The statement that the return comes entirely from coupon payments on bonds is wrong: the return is driven by the derivative's link to the index. The statement that the note can be sold back to the issuer at any time at principal plus any accrued gain is wrong: structured notes generally lack a guaranteed early-redemption feature, and an early sale can be at a price below principal.
- Which of the following statements regarding leveraged exchange-traded funds is true?
Answer: A 2x leveraged fund seeks twice the index's return for a single trading day, and its leverage is internal, so the shareholder faces no margin calls.
Leveraged exchange-traded funds are registered investment companies under the Investment Company Act of 1940. Their objectives are stated in daily terms: a 2x fund seeks twice the index's return for a single trading day, and the fund creates that exposure internally through derivatives and borrowing. Because the leverage is internal, a shareholder who buys fund shares is not subject to a margin call. The statement that the shareholder receives a margin call if the index declines confuses the fund's internal leverage with a margin account. The statement that the fund delivers twice the index's cumulative return over any holding period is wrong: because the objective resets daily, compounding causes longer-term results to differ from the stated multiple. The statement that the fund is exempt from the Investment Company Act of 1940 because it uses swaps and futures is wrong: leveraged funds are registered under that Act.
An investor holds a 2x leveraged ETF for one year. The ETF met its stated daily objective each trading day. At year-end, the underlying index gained 10%, but the ETF returned only 4%.
Which statement best explains the difference between the index return and the ETF return? Answer: Daily rebalancing and compounding cause a leveraged fund's cumulative return to diverge from the index return multiplied by the leverage factor.
Leveraged ETF mechanics: a leveraged ETF rebalances each day, so cumulative performance can differ from the leverage multiple times the cumulative index return. The statement identifying daily rebalancing and compounding is correct. No rule requires a 2x leveraged ETF to hold a cash reserve equal to 50% of its assets. The fund manager does not retarget leverage after down days, and the stem states the ETF met its stated daily objective. Dividend distributions do not reduce total return, so they do not explain the cumulative mismatch.
A client buys a five-year principal-protected structured note linked to a stock index. At maturity, the note pays 100% of principal plus the lesser of (1) 80% of the index's total return and (2) 25% of principal. The index ends the term 40% higher. There are no fees.
Excluding issuer credit risk and taxes, the client's total return at maturity is: Answer: 25%
Structured note payoff: the participation amount is 80% x 40% = 32%, but the cap is 25%, so the total return is 25%. The 32% option ignores the cap, the 40% option treats the note as a direct index investment, and the 0% option ignores the participation feature.
An investor buys an auto-callable structured note linked to an equity index. The note pays a fixed 6% coupon each year. On the second anniversary, if the index is at or above its starting level, the issuer automatically redeems the note for principal plus the final coupon; otherwise, the note continues until maturity. On that date, the index is 18% above its starting level, so the note is called.
Which statement correctly describes the investor's outcome? Answer: The investor receives the two annual 6% coupons plus principal, and the note ends before later index gains can be captured.
Structured product payoff mechanics: the 18% rise is only the trigger for the issuer's call; the investor's return is the stated coupon stream, not the index return. The statement that the investor receives the two annual 6% coupons plus principal, and that the note ends before later index gains can be captured, is correct. The statement adding the 18% index gain to the coupons confuses the trigger with the payoff. The statement that only the original principal is received ignores the coupon payments due under the note. The issuer redeems the note for cash, so the statement requiring a secondary-market sale is wrong.
- Which of the following statements regarding inverse exchange-traded funds is true?
Answer: A 1x inverse fund can lose value over a multi-day period even when the underlying index ends that period lower, because the fund's objective resets daily.
Inverse funds are registered investment companies whose objective resets daily: a 1x inverse fund seeks the opposite of the index's return for a single trading day. Because of daily compounding, the fund can lose value over a multi-day period even when the index ends that period lower. For example, if the index rises 10% on day one and falls 10.5% on day two, the index is down about 1.55% over the two days, while a 1x inverse fund would be down about 0.55% before fees and expenses. The statement that the fund rises by the same percentage the index falls over any declining period is wrong: the inverse relationship is designed for one day only. The statement that the fund is an effective long-term hedge is wrong: the daily reset causes the hedge to decay and requires constant monitoring. The statement that the fund is the equivalent of a short position held in a margin account is wrong: the investor buys shares of the fund and faces no margin calls.
