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Sequence-of-Returns Risk

Appears in our practice questions for: Series 6, Series 7, Series 63, Series 66

The risk that poor returns arriving early in retirement do lasting damage, because withdrawals come out of a shrinking base that later gains cannot fully rebuild. The same set of returns in a different order can produce very different outcomes.

Practice questions using Sequence-of-Returns Risk

Original questions written against the published FINRA and NASAA exam content outlines — not actual exam questions. Every choice is explained.

Bartholomew, 74, must take required minimum distributions from a 900,000 dollar rollover IRA that is invested entirely in equity funds. His representative suggests holding roughly one to two years of planned withdrawals in a money market fund inside the same IRA. The risk this addresses most directly is:

  1. A.Inflation risk, since a money market fund preserves purchasing powerA cash reserve reduces purchasing power over time; it is held despite inflation risk, not because of it.
  2. B.The risk that he will inadvertently withdraw more than his required minimum distributionThe size of the distribution is a calculation, not an investment risk, and a cash reserve does not change it.
  3. C.Sequence-of-returns risk, because a required withdrawal made during a market decline forces a sale that permanently reduces the recovering baseCorrect. Holding near-term withdrawals in cash prevents forced liquidation of equity shares at depressed prices.
  4. D.Credit risk, since equity funds hold securities that may defaultEquity funds are exposed to business and market risk. Default risk belongs to debt instruments.

Why: This is sequence-of-returns risk. An investor who must sell into a falling market to fund a withdrawal converts a paper loss into a realised one and shrinks the base that has to recover, so a bad market early in the withdrawal phase does lasting damage even if average returns over the period are fine. Holding a year or two of withdrawals in cash lets the equity position recover instead of being liquidated at the bottom.

Two 2050 target-date funds sit side by side on a retirement plan menu. The Brackenridge 2050 Fund reaches its most conservative allocation exactly AT 2050 and holds it steady from then on. The Cotgrave 2050 Fund continues cutting equity for roughly twenty years AFTER 2050. For a participant who actually retires in 2050, the most important consequence is that:

  1. A.The Brackenridge "to" fund holds more equity at the target date, because it stops de-risking earlierStopping earlier means it has already reached its most conservative mix. It holds LESS equity at 2050, not more.
  2. B.The two funds are functionally identical, because both are designed for a participant retiring in 2050The target year is the same but the glide paths are not. Equity exposure at the target date can differ by many percentage points.
  3. C.The Cotgrave "through" fund holds materially more equity at and just after 2050, offering more inflation and longevity protection but greater exposure to a badly timed early-retirement declineCorrect. A through glide path is still de-risking past the target date, so it is the more equity-heavy of the two at retirement.
  4. D.The Cotgrave "through" fund guarantees that the participant will not lose money after 2050No target-date fund guarantees principal. Both remain fully exposed to market risk.

Why: A "to" glide path stops de-risking at the target date; a "through" glide path keeps de-risking for years past it and therefore still holds meaningfully more equity at and just after retirement. That extra equity is a longevity and inflation hedge over a retirement that could last decades, but it also raises exposure to a severe market decline in the first years of withdrawals, when sequence-of-returns risk is most damaging. Neither design guarantees any outcome.

Two retirees each start with $1,000,000 and withdraw $50,000 at the beginning of every year. Over twenty years they experience exactly the same set of twenty annual returns, but in reverse order from one another. Adviser Helena Vasquez observes that one ends with far more money than the other and must explain why.

  1. A.The gap is explained entirely by the different geometric mean returns of the two sequences.Incorrect. Reversing the order of a fixed set of returns leaves the geometric mean unchanged, so it cannot explain the gap.
  2. B.With withdrawals under way, the order of returns matters because early losses permanently shrink the base that later gains compound. This is sequence-of-returns risk.Correct. Withdrawals plus early losses lock in the damage, which no later run of good returns can fully repair.
  3. C.Sequence of returns affects only accounts in the accumulation phase, so the difference must come from taking withdrawals at different points in the year.Incorrect. The effect is strongest in the withdrawal phase, and the stem states both withdraw at the start of each year.
  4. D.The two outcomes must be identical because the average return is the same, so the difference is a calculation error.Incorrect. Identical averages produce identical results only when there are no cash flows in or out during the period.

Why: Once money is being withdrawn, the ORDER of returns matters enormously. A retiree who suffers losses in the first few years is selling assets into a falling market, which permanently shrinks the capital base that the later good years can compound. The retiree who gets the same bad years at the end has already banked years of growth on a larger base. This is sequence-of-returns risk, and it is the main reason advisers model retirement income with Monte Carlo simulation and cash buffers rather than with a single average return assumption.

Two retirees each start with 1,000,000 dollars and each withdraw a fixed 50,000 dollars every year. Over the following twenty years both portfolios average exactly the same 6 percent annual return, but one retiree happens to suffer his worst years at the beginning and his best years at the end, while the other has the reverse experience. The retiree who suffered the poor years first ends with dramatically less money. This phenomenon is:

  1. A.Purchasing power risk.Wrong. Purchasing power risk is inflation eroding real value. Inflation is not what differs between the two retirees here.
  2. B.Reinvestment risk.Wrong. Reinvestment risk is the risk of having to reinvest coupons or maturing principal at lower rates. It does not explain two identical averages producing different balances.
  3. C.Sequence of returns risk.Correct. When systematic withdrawals are being taken, the ORDER of returns changes the outcome even when the average is identical.
  4. D.Unsystematic risk.Wrong. Unsystematic risk is issuer-specific risk removed by diversification. Both retirees earned the same average market return.

Why: This is SEQUENCE OF RETURNS RISK - the risk that the ORDER in which returns arrive, not just their average, determines the outcome once systematic withdrawals begin. Selling shares to fund a withdrawal in a down year permanently removes those shares from the portfolio, so there is less capital left to participate in the eventual recovery. The same average return produces very different results depending on when the bad years land. It is the main reason retirement planning focuses on the first several years of withdrawals and on holding a cash or short-bond reserve to avoid selling into a decline.

5 questions in our bank involve Sequence-of-Returns Risk. Practise them with instant explanations.

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