Series 65 Portfolio Management Practice Questions
- Official outline
- NASAA Series 65 Test Specifications (June 2023)
- Questions on this page
- 8
- Updated
- Nov 3, 2026
A client's account return looks much lower than the strategy composite because the client deposited substantial funds just before a market decline. Which measure better isolates the manager's performance from client-controlled external cash-flow timing?
- A.Money-weighted return (internal rate of return), which weights results by the dollar amounts invested during the period.
- B.Time-weighted return, using subperiod linking around material cash flows.
- C.The simple change in dollar account balance from the start to the end of the period, adjusted for fees.
- D.Total dollar gain divided by the ending account balance, ignoring when deposits occurred.
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Correct answer: B. Time-weighted return, using subperiod linking around material cash flows.
Time-weighted return links subperiod returns and so removes the effect of the timing and size of external cash flows, isolating manager performance. Money-weighted return reflects the investor's own experience.
- A. Wrong. Money-weighted return is the IRR of the account, so it gives more weight to the periods when the most money was invested. A large deposit just before a decline drags it down, which is why it reflects client cash-flow timing and does not isolate the manager.
- B. Correct: time-weighted return neutralizes external cash flow timing.
- C. A change in dollar balance mixes deposits, withdrawals and investment results.
- D. Wrong. Dividing the total dollar gain by the ending balance ignores when deposits arrived and how large they were. It blends client cash-flow decisions with investment results and is not comparable to a composite return.
- Source: Exam outline: NASAA Series 65 Test Specifications (June 2023), accessed October 2026
Combining two assets within a portfolio provides the greatest diversification benefit (risk reduction for a given expected return) when the correlation coefficient between their returns is close to...
- A.+1.0
- B.+0.5
- C.0
- D.-1.0
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Correct answer: D. -1.0
Correlation coefficients range from −1.0 to +1.0. A correlation near −1.0 (perfect negative correlation) means the two assets tend to move in opposite directions, so combining them can substantially reduce overall portfolio volatility for a given level of expected return. The maximum diversification benefit. A correlation near +1.0 means the assets move together and provide little to no diversification benefit; 0 (no correlation) still offers some benefit but less than a strongly negative correlation.
- A. Incorrect. +1.0 correlation means the assets move perfectly together, providing no diversification benefit.
- B. Incorrect. +0.5 is still positively correlated and offers only modest diversification benefit, not the greatest.
- C. Incorrect. 0 correlation offers some diversification benefit but not as much as perfect negative correlation.
- D. Correct. A correlation coefficient near −1.0 provides the maximum diversification benefit, since the assets tend to move in opposite directions.
- Source: Exam outline: NASAA Series 65 Test Specifications (June 2023), accessed October 2026
A stock has a beta of 1.6. This best indicates that, relative to the overall market, the stock's:
- A.Total risk, including both systematic and company-specific risk, is 1.6 times the market's, so the stock is 60% more volatile than the market overall
- B.Systematic (market-related) risk is greater than the market's, tending to move about 1.6% for every 1% market move, but this says nothing about the stock's unsystematic risk
- C.Standard deviation of returns is 1.6 times the market's standard deviation, so beta can be used as a direct measure of total volatility
- D.Return will be 1.6 times the market's return in both rising and falling markets, so beta works as a predictor of the stock's realized return
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Correct answer: B. Systematic (market-related) risk is greater than the market's, tending to move about 1.6% for every 1% market move, but this says nothing about the stock's unsystematic risk
Beta measures sensitivity to systematic (market/non-diversifiable) risk only. A beta of 1.6 suggests the stock tends to move about 1.6% for every 1% market move, but says nothing about total risk, which also includes unsystematic risk captured by standard deviation, not beta. A and C wrongly equate beta with total risk/standard deviation; D wrongly treats beta as a guarantee of realized return.
- A. Beta measures only systematic risk, not total risk; it says nothing about company-specific risk.
- B. Correct. Beta of 1.6 means the stock's systematic risk is 60% greater than the market's, tending to move about 1.6% for each 1% market move, but beta is silent on unsystematic, company-specific risk.
- C. Beta and standard deviation are not interchangeable; standard deviation also reflects unsystematic risk, so beta is not a direct measure of total volatility.
- D. Beta describes historical sensitivity to market moves, not a proportional return in every market; it does not predict realized return.
- Source: Exam outline: NASAA Series 65 Test Specifications (June 2023), accessed October 2026
A portfolio begins a year worth $100,000. At midyear, it is worth $120,000 just before the client adds $100,000; at year-end it is worth $231,000. Assume no other flows. What is the linked time-weighted return for the year?
- A.15.5%.
- B.31.0%.
- C.5.0%.
- D.26.0%.
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Correct answer: D. 26.0%.
Subperiod returns are 120/100 - 1 = 20% and 231/220 - 1 = 5%. Linked: 1.20 x 1.05 - 1 = 26%. Time weighting removes the effect of the client's deposit.
- A. This is not the linked return; the subperiods must be compounded, not averaged or otherwise approximated.
- B. This treats the whole ending balance less total money in as gain relative to the starting balance, mixing in the deposit.
- C. This is only the second-half return; the first-half 20% must also be linked.
- D. Linking 20% and 5% gives 1.20 x 1.05 - 1 = 26%.
- Source: Exam outline: NASAA Series 65 Test Specifications (June 2023), accessed October 2026
A portfolio manager sets a long-term target asset mix based on a client's goals, time horizon, and risk tolerance, and periodically rebalances the portfolio back to that same target regardless of short-term market conditions. Which portfolio management approach does this describe?
- A.Tactical asset allocation (TAA)
- B.Market timing
- C.Strategic asset allocation
- D.Sector rotation
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Correct answer: C. Strategic asset allocation
Strategic asset allocation sets a long-term target mix based on the investor's goals, time horizon, and risk tolerance, with rebalancing back to that fixed target over time. Tactical asset allocation permits short-term deviations from the target to exploit perceived market opportunities.
- A. Tactical asset allocation involves short-term deviations from a target mix to exploit perceived opportunities, not maintaining a fixed long-term target.
- B. Market timing involves shifting in and out of markets based on predictions, which contradicts maintaining and rebalancing to a fixed target.
- C. Correct. Setting a long-term target mix based on goals, time horizon, and risk tolerance, then periodically rebalancing back to that target, describes strategic asset allocation.
- D. Sector rotation shifts holdings among industry sectors based on economic cycles, rather than rebalancing to one static overall target mix.
- Source: Exam outline: NASAA Series 65 Test Specifications (June 2023), accessed October 2026
A portfolio combines domestic and foreign stock funds with historical correlation 0.6. Why is diversification still imperfect?
- A.Correlation is positive and can rise under stress, so joint losses remain possible
- B.A correlation below 1 removes downside risk because losses in one fund offset gains in the other
- C.Different domiciles tend to produce negative correlation, which cancels losses
- D.Correlation stays fixed through time, so historical figures predict joint behavior
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Correct answer: A. Correlation is positive and can rise under stress, so joint losses remain possible
A correlation of 0.6 is positive, so the funds tend to move together, and correlations often rise in market stress. Diversification reduces but does not remove the chance of simultaneous losses.
- A. Positive and unstable correlation means both funds can fall together, so diversification is imperfect.
- B. A correlation below 1 reduces risk but does not remove downside risk.
- C. Foreign domicile does not produce negative correlation; here the measured correlation is positive.
- D. Correlations change over time, so past figures are an imperfect guide.
- Source: Exam outline: NASAA Series 65 Test Specifications (June 2023), accessed October 2026
A portfolio manager selects stocks trading at low price-to-earnings and price-to-book ratios relative to their fundamentals, believing the market will eventually recognize their true worth. This approach best describes which investment style?
- A.Growth investing
- B.Value investing
- C.Growth at a reasonable price (GARP)
- D.Momentum investing
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Correct answer: B. Value investing
Value investing targets securities that appear underpriced relative to fundamentals, commonly identified by low P/E and P/B ratios, on the belief the market will eventually recognize their true worth. Growth investing instead targets companies with above-average earnings growth potential, often at higher valuations.
- A. Growth investing targets companies with above-average earnings/revenue growth prospects, typically at higher valuation multiples, the opposite of the low-ratio approach described.
- B. Buying stocks with low P/E and P/B ratios relative to fundamentals, on the belief the market will eventually recognize their true worth, is the classic definition of value investing. The correct answer.
- C. GARP blends growth and value criteria (seeking growth at a reasonable price), which isn't the pure low-multiple approach described here.
- D. Momentum investing chases stocks with strong recent price trends, unrelated to valuation multiples like P/E and P/B.
- Source: Exam outline: NASAA Series 65 Test Specifications (June 2023), accessed October 2026
A bond portfolio has an effective duration of 6.5. If market interest rates rise by 0.40% (40 basis points), the approximate percentage change in the portfolio's value is closest to:
- A.+2.6%
- B.-2.6%
- C.-6.5%
- D.-0.40%
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Correct answer: B. -2.6%
Approximate % price change ≈ −Duration × Δyield = −6.5 × 0.40% = −2.6%. Bond prices move inversely to interest rates, so a rate increase produces an estimated 2.6% decline in value. A has the correct magnitude but wrong sign; C mistakenly uses duration itself as the answer without multiplying by the yield change; D just restates the yield change without applying duration.
- A. The sign is wrong: bond prices fall, not rise, when interest rates rise.
- B. Approximate % price change ≈ −duration × change in yield = −6.5 × 0.40% = −2.6%, reflecting the inverse relationship between rates and bond prices.
- C. This uses the duration figure itself as the percentage change rather than multiplying it by the actual rate change.
- D. This is just the raw basis-point change in rates, not the duration-scaled price impact.
- Source: Exam outline: NASAA Series 65 Test Specifications (June 2023), accessed October 2026
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