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70 multiple-choice questions and 40 flashcards on Investment Vehicle Characteristics, about 22% of the Series 65 bank. Every one carries a written rationale.
Investment Vehicle Characteristics is one of 4 chapters in CoStudy's Series 65 bank, and it holds 70 of the bank's 320 multiple-choice questions — roughly 22% of the total. That proportion is not arbitrary: chapters follow the certifying body's published exam outline, and the number of questions in each is set by that domain's published weight, so the share of your practice time this chapter takes matches the share of the real exam it accounts for.
Studying by chapter is worth doing once you have a diagnostic score. A single overall percentage tells you whether you are close; it does not tell you which domain is dragging. Working a weak chapter in isolation, and re-testing it in isolation, is the fastest way to move a score that has stalled — and it is why the mock exams in CoStudy report by domain rather than as one number.
10 questions drawn from this chapter, with the full rationale shown — the controlling principle behind the right answer, and why each wrong option tempts and fails.
The rule of 72 approximates how many years it takes an investment to:
Answer: B — Double at a given rate.
A) That's the rule of 144 for halving via decay. B) Correct — years to double ≈ 72/rate. C) Depends on starting balance. D) Not the rule's purpose.
A direct participation program (DPP), such as a real estate or oil-and-gas limited partnership, is characterized by:
Answer: D — Pass-through of income, losses, and tax deductions directly to investors without entity-level tax.
D) Correct — the defining DPP feature is pass-through tax treatment, flowing income, losses, and deductions to investors. A) Double taxation at both the corporate and shareholder level describes a C-corporation, not a DPP. B) No principal return is guaranteed in a DPP; investors bear real loss risk. C) DPPs are illiquid, typically with no active secondary market, unlike daily-priced mutual funds.
Comparing two portfolios' Sharpe ratios, an adviser would generally conclude that the portfolio with the HIGHER Sharpe ratio:
Answer: B — Generated more excess return per unit of total risk taken.
B) Correct — a higher Sharpe ratio indicates better compensation (excess return) for each unit of total risk (standard deviation) assumed. A) The Sharpe ratio doesn't isolate beta; it uses standard deviation, not beta. C) A higher Sharpe ratio reflects risk-adjusted efficiency, not necessarily a higher raw return. D) Sharpe ratio doesn't directly measure correlation to a benchmark index.
A call option gives the holder the right to:
Answer: A — Buy at the strike price.
A) Correct — a call is the right to buy. B) That's a put. C) Not an option-holder right. D) Describes a convertible bond feature.
A municipal bond's tax equivalent yield formula is:
Answer: C — Muni yield ÷ (1 − tax rate).
A) Multiplying by (1 − t) understates the equivalent. C) Correct — TEY = muni yield / (1 − marginal tax rate). B) Multiplying by t is wrong. D) Adding rates is not the formula.
The Sharpe ratio is calculated as:
Answer: D — (Portfolio return − risk-free rate) divided by the portfolio's standard deviation.
D) Correct — the Sharpe ratio divides excess return over the risk-free rate by the portfolio's total risk (standard deviation), measuring risk-adjusted return per unit of total risk. A) Adding rather than subtracting the risk-free rate, and using beta, does not describe the Sharpe formula. C) Subtracting market return and dividing by beta describes a different measure (closer to Treynor's numerator with the wrong denominator). B) Dividing by the market's standard deviation, rather than the portfolio's own, is not the Sharpe formula.
Standard deviation, as used in portfolio analysis, MOST directly measures:
Answer: B — The total dispersion of returns around the average, capturing both systematic and unsystematic risk.
B) Correct — standard deviation captures total volatility (dispersion of returns), reflecting both systematic and unsystematic components. A) Correlation is a separate statistic describing how two securities move relative to each other. C) Standard deviation reflects both upside and downside dispersion, not downside alone. D) Sensitivity to market movement is what beta measures, not standard deviation.
Which of the following is classified as a leading economic indicator?
Answer: C — Building permits for new private housing.
C) Correct — building permits signal future construction activity and are a component of the Index of Leading Economic Indicators. A) The unemployment rate is a lagging indicator. B) Average duration of unemployment is also a lagging indicator. D) CPI is a lagging indicator, confirming inflation that has already occurred.
A U.S. Treasury bill is issued and traded on a:
Answer: B — Discount basis, sold below face value with the difference representing the investor's return at maturity.
B) Correct — T-bills are short-term (one year or less) instruments sold at a discount to face value, with the investor's return coming from the difference between purchase price and face value at maturity. A) Paying periodic coupon interest describes Treasury notes/bonds, not T-bills. C) T-bills have short, stated maturities; they are not perpetual instruments. D) T-bills aren't structured as variable-rate instruments tied to the prime rate.
A bond selling at a premium has a coupon rate that is:
Answer: C — Above prevailing yields.
A) A below-market coupon trades at a discount. B) Equal coupon trades at par. C) Correct — above-market coupons drive a premium price. D) Zero-coupon bonds trade at deep discounts.
4 cards from the 40 in this chapter.
What is the difference between a general obligation (GO) bond and a revenue bond?
A GO bond is backed by the issuer's full taxing power. A revenue bond is backed solely by revenue from a specific project (toll road, utility, stadium) and carries more project-specific risk if that revenue underperforms.
What is standard deviation in investing?
Measures the dispersion of returns around the mean. Higher SD = more volatile/risky. Used to quantify total risk.
What is an option's time value?
The portion of an option's premium above intrinsic value. Reflects the probability of the option gaining value before expiration. Decreases as expiration approaches.
Portfolio return = 12%, Rf = 3%, SD = 18%. Sharpe ratio?
0.50. Sharpe = (12% − 3%) / 18% = 9% / 18% = 0.50.
These are a sample. The full Investment Vehicle Characteristics chapter runs 110 items with per-chapter progress tracking, on the web and in the iOS app.