Overview
Investment Planning is 17% of the CFP exam, second only to retirement planning, and covers nine Principal Knowledge Topics from D.27 to D.35. The early topics are descriptive: the characteristics, uses and taxation of stocks, bonds, funds and other vehicles, the types of investment risk, and how market cycles behave. The middle topics are quantitative: return measures, standard deviation, beta, correlation and risk-adjusted performance, plus asset allocation theory and the valuation of bonds and stocks.
The final topics are applied. Portfolio development and analysis covers investment policy statements, suitability and rebalancing, investment strategies covers techniques from dollar-cost averaging to options and margin, and the last topic addresses alternative investments and the liquidity risk they bring. Expect formula work, but most questions still ask which choice best fits a particular client.
How it's tested
Investment questions mix calculations with judgment. You may compute a duration, a required return or a Sharpe ratio, then decide what it means for the client. Many questions hinge on a single fact such as the R-squared of a fund, a client's need for liquidity, or whether an account is taxable.
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Pick the right measure
Several funds are compared and you choose the correct risk-adjusted measure based on diversification, then rank the funds.
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Rate change effect
Interest rates move and you estimate how a bond's price responds using duration, or decide which bond is more sensitive.
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Suitability and strategy
A client's goals, horizon and constraints are described and you choose the allocation, vehicle or hedging technique that fits.
Two mutual funds are compared. Fund A has an R-squared of 0.95 with the S&P 500; Fund B has 0.40. For Fund A, beta captures most of its risk, so the Treynor ratio or Jensen's alpha is appropriate. For Fund B, beta explains little of the variation, so standard deviation is the better risk measure and the Sharpe ratio is the right comparison. Using Treynor for Fund B would overstate its risk-adjusted return.
Topics 9
Official topics from the CFP Board outline, in outline order.
D.27 Characteristics, uses and taxation of investment vehiclesStocks, bonds, funds, ETFs, REITs and how their income is taxed.
- What it means
- This topic covers the features and tax treatment of common vehicles: cash equivalents, Treasury, agency, municipal and corporate bonds, common and preferred stock, mutual funds, exchange-traded funds, unit investment trusts, REITs, and derivatives such as options and futures.
- What to understand
- Know how each vehicle produces return and how that return is taxed: qualified dividends and long-term gains at preferential rates, interest at ordinary rates, municipal interest usually exempt from federal tax, Treasury interest exempt from state tax. Compare taxable and tax-exempt yields using the taxable equivalent yield. Mutual funds distribute gains that shareholders owe tax on even if reinvested, while ETFs are generally more tax-efficient.
- How it shows up
- Choose the vehicle with the best after-tax result or identify how a distribution is taxed.
- Common confusion
- Treating reinvested fund distributions as untaxed.
D.28 Types of investment riskSystematic and unsystematic risks and how to manage them.
- What it means
- Investment risk is split into systematic risk, which affects the whole market and cannot be diversified away, and unsystematic risk, which is specific to a company or industry and can be reduced through diversification.
- What to understand
- Systematic risks include market, interest rate, purchasing power, reinvestment and exchange rate risk. Unsystematic risks include business, financial, default, liquidity and regulatory risk tied to a specific issuer. Beta measures systematic risk; standard deviation measures total risk. Diversification works by combining assets with less than perfect positive correlation.
- How it shows up
- Classify a described risk or pick the investment most exposed to it.
- Common confusion
- Calling interest rate risk unsystematic because it hits bonds more than stocks.
D.29 Market cyclesBull and bear markets, sector rotation and market behavior.
- What it means
- Market cycles describe how asset prices rise and fall over time in relation to the business cycle, investor sentiment and interest rates, and how different sectors and asset classes tend to lead or lag at different stages.
- What to understand
- Equity markets usually anticipate the economy, turning before the business cycle does. Defensive sectors such as utilities and consumer staples tend to hold up better in contractions, while cyclical sectors do better in expansions. Market efficiency arguments suggest timing cycles is hard, which supports disciplined rebalancing over prediction.
- How it shows up
- Identify a sector likely to perform well in a described phase or the effect of a cycle on a portfolio.
- Common confusion
- Assuming stock markets move after, rather than before, the economy.
D.30 Quantitative investment concepts and measures of investment returnsReturn calculations, statistics and risk-adjusted performance.
- What it means
- This topic covers how returns and risk are measured: holding period, arithmetic and geometric average returns, time-weighted and dollar-weighted returns, standard deviation, coefficient of variation, beta, correlation, R-squared, and the Sharpe, Treynor and Jensen performance measures.
- What to understand
- Geometric average is the true compound rate over time; arithmetic overstates it when returns vary. Time-weighted return measures the manager; dollar-weighted (IRR) measures the investor's experience including cash flow timing. The coefficient of variation is risk per unit of return, so lower is better. Use Sharpe when the portfolio is not well diversified and Treynor or Jensen's alpha when R-squared is high. Correlation ranges from -1 to +1.
- How it shows up
- Compute a return or ratio, then interpret it for a client or rank managers.
- Common confusion
- Using a dollar-weighted return to judge a manager who does not control cash flows.
D.31 Asset allocation and portfolio diversificationModern portfolio theory, CAPM and allocation decisions.
- What it means
- Asset allocation is the split of a portfolio among asset classes, the main driver of long-term return variability. The topic covers modern portfolio theory, the efficient frontier, the capital market and security market lines, CAPM, and strategic versus tactical allocation.
- What to understand
- Efficient portfolios offer the highest expected return for each level of risk. CAPM gives a required return equal to the risk-free rate plus beta times the market risk premium; a security plotting above the security market line is undervalued. Strategic allocation sets long-term targets and rebalances to them; tactical allocation makes short-term shifts. Diversification benefit depends on correlation, not on the number of holdings alone.
- How it shows up
- Compute a CAPM required return or decide whether a security is overvalued or undervalued.
- Common confusion
- Mixing up the capital market line (total risk) and the security market line (beta).
D.32 Bond and stock valuation conceptsBond pricing, yields, duration and equity valuation models.
- What it means
- Valuation covers how bonds and stocks are priced: bond present value, current yield, yield to maturity and yield to call, duration and convexity, and equity models such as the constant growth dividend discount model and price multiples.
- What to understand
- Bond prices move opposite to interest rates. Duration estimates the percentage price change for a change in yield, and is higher for longer maturities, lower coupons and lower yields. Zero-coupon bond duration equals maturity. Convexity explains why actual price gains exceed duration estimates when rates fall. The constant growth model values a stock as next year's dividend divided by the required return minus growth, valid only if growth is below the required return.
- How it shows up
- Estimate a bond's price change or value a stock with the dividend discount model.
- Common confusion
- Using the current dividend instead of next year's dividend in the growth model.
D.33 Portfolio development and analysisInvestment policy statements, suitability and rebalancing.
- What it means
- Portfolio development turns a client's objectives and constraints into an investment plan. It covers risk tolerance and capacity, return objectives, time horizon, liquidity, tax, legal and unique circumstances, the investment policy statement, and ongoing monitoring and rebalancing.
- What to understand
- Risk tolerance (willingness) and risk capacity (ability) can differ, and the lower one should usually govern. An investment policy statement records objectives, constraints, allocation ranges, rebalancing rules and review frequency. Asset location places tax-inefficient assets in tax-deferred accounts where possible. Rebalancing controls risk drift and can be calendar-based or threshold-based.
- How it shows up
- Choose an allocation consistent with a client's constraints or identify what belongs in an IPS.
- Common confusion
- Letting a client's high willingness to take risk override a low capacity for loss.
D.34 Investment strategiesActive and passive approaches, options, margin and tax-aware techniques.
- What it means
- This topic covers how portfolios are managed: passive indexing and active selection, dollar-cost averaging, buy-and-hold, value and growth styles, margin and short selling, option strategies such as covered calls and protective puts, and tax-aware tactics like tax-loss harvesting.
- What to understand
- A covered call earns premium but caps upside; a protective put sets a floor at a cost. Buying on margin magnifies gains and losses and can trigger a margin call when equity falls below the maintenance level. Short selling has theoretically unlimited loss. Tax-loss harvesting realizes losses to offset gains, but the wash sale rule disallows a loss if substantially identical securities are bought within 30 days before or after the sale.
- How it shows up
- Choose a strategy to protect a concentrated gain, generate income or reduce tax.
- Common confusion
- Using a covered call to protect against a large price decline.
D.35 Alternative investments and liquidity riskHedge funds, private equity, real estate, commodities and their trade-offs.
- What it means
- Alternative investments include hedge funds, private equity, private credit, direct real estate, commodities, collectibles and structured products. The topic covers their potential benefits, high fees, limited transparency, accredited investor restrictions and liquidity risk.
- What to understand
- Alternatives can lower portfolio correlation, but often lock up capital, value holdings infrequently and charge layered fees. Many are available only to accredited or qualified investors. Liquidity risk is the risk of being unable to sell quickly near fair value, which matters most for clients with near-term spending needs. Direct real estate adds leverage and management demands; collectibles carry higher long-term capital gains rates.
- How it shows up
- Decide whether an alternative suits a client given liquidity needs, wealth and understanding.
- Common confusion
- Treating reported smooth returns of illiquid assets as evidence of low risk.
High-yield concepts
The terms, rules and formulas this domain turns into questions most often.
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Sharpe ratio
Excess return per unit of standard deviation.
- Remember
- Use when the portfolio is not well diversified (low R-squared).
- Tested as
- Manager comparisons.
- Trap
- Using beta in the denominator.
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Treynor ratio
Excess return per unit of beta.
- Remember
- Use when R-squared is high.
- Tested as
- Diversified fund comparisons.
- Trap
- Applying it to a sector fund with low R-squared.
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Jensen's alpha
Actual return minus CAPM required return.
- Remember
- Positive alpha means outperformance for the beta taken.
- Tested as
- Manager evaluation.
- Trap
- Ignoring the risk-free rate in the calculation.
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Coefficient of variation
Standard deviation divided by mean return.
- Remember
- Lower means less risk per unit of return.
- Tested as
- Comparing assets with different returns.
- Trap
- Choosing the highest figure.
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Duration
Weighted average time to receive cash flows; measures rate sensitivity.
- Remember
- Price change is about negative duration times yield change over one plus yield.
- Tested as
- Interest rate questions.
- Trap
- Forgetting that higher coupons lower duration.
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CAPM
Required return equals risk-free rate plus beta times market premium.
- Remember
- Above the SML means undervalued.
- Tested as
- Required return and valuation.
- Trap
- Using the market return instead of the market premium.
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Constant growth model
Value equals next dividend over required return minus growth.
- Remember
- Grow the current dividend by one year first.
- Tested as
- Stock valuation.
- Trap
- Using the current dividend.
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Taxable equivalent yield
Municipal yield divided by one minus the marginal tax rate.
- Remember
- Higher brackets favor munis.
- Tested as
- Vehicle selection.
- Trap
- Using the average tax rate.
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Wash sale rule
Disallows a loss when substantially identical securities are bought within 30 days.
- Remember
- The disallowed loss is added to the new basis.
- Tested as
- Tax-loss harvesting.
- Trap
- Thinking the loss is lost permanently.
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Time-weighted versus dollar-weighted return
Manager performance versus investor experience.
- Remember
- Dollar-weighted equals IRR on actual cash flows.
- Tested as
- Performance reporting.
- Trap
- Judging a manager by IRR.
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Risk tolerance versus capacity
Willingness versus ability to bear losses.
- Remember
- The lower one usually governs allocation.
- Tested as
- Suitability cases.
- Trap
- Following stated willingness alone.
Side by side
Concepts candidates mix up, compared on the point that decides the answer.
Risk-adjusted measures
| Concept | Meaning | Key difference | Common trap |
|---|---|---|---|
| Sharpe | Excess return divided by standard deviation. | Uses total risk. | Using it only for diversified funds. |
| Treynor | Excess return divided by beta. | Uses systematic risk only. | Applying it when R-squared is low. |
| Jensen's alpha | Return above the CAPM required return. | Gives an absolute percentage, not a ratio. | Comparing it directly with a Sharpe figure. |
Option strategies
| Concept | Meaning | Key difference | Common trap |
|---|---|---|---|
| Covered call | Own the stock and sell a call. | Income now, upside capped. | Treating it as downside protection. |
| Protective put | Own the stock and buy a put. | Sets a price floor at a premium cost. | Forgetting the premium reduces return. |
| Collar | Buy a put and sell a call on a held stock. | Floor and ceiling, often at low net cost. | Expecting unlimited upside. |
Exam traps
Each trap is an answer that looks right. Learn the clue that should change your mind.
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Highest return wins
- What candidates pick
- The fund with the highest raw return.
- Why it looks right
- Returns look like the obvious score.
- Why it's wrong
- The exam asks about risk-adjusted performance, so a lower-return fund with much less risk can rank higher.
Clue to watch for Standard deviation or beta is given for each fund.
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Arithmetic average
- What candidates pick
- The arithmetic mean as the compound annual return.
- Why it looks right
- It is easier to calculate.
- Why it's wrong
- When returns vary, the arithmetic mean overstates growth; the geometric mean reflects actual compounding.
Clue to watch for Returns swing between gains and losses.
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Duration direction
- What candidates pick
- The high-coupon bond as most rate sensitive.
- Why it looks right
- Larger coupons seem to mean bigger price moves.
- Why it's wrong
- Higher coupons return cash sooner, lowering duration; long, low-coupon bonds are most sensitive.
Clue to watch for Bonds differ by coupon and maturity.
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Covered call protection
- What candidates pick
- Writing covered calls to protect a concentrated stock against a crash.
- Why it looks right
- It is a familiar, conservative-sounding strategy.
- Why it's wrong
- The premium offsets only a small decline; a protective put or collar provides a floor.
Clue to watch for The client is worried about a large loss.
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Alternatives for diversification
- What candidates pick
- A private fund for a retiree who needs cash in two years.
- Why it looks right
- Low correlation sounds like a good fit.
- Why it's wrong
- Lock-ups and redemption limits create liquidity risk the client cannot afford.
Clue to watch for A near-term spending need is mentioned.
Answer framework
Use this sequence to answer investment questions that combine calculation with a recommendation.
- Confirm the client's objectives and constraints: time horizon, liquidity needs, taxes, legal limits, and both risk tolerance and risk capacity.
- Identify what the question is really measuring, such as return, total risk, systematic risk, rate sensitivity or value, before choosing a formula.
- Check diversification and R-squared to pick between Sharpe, Treynor and Jensen, and check payment timing for any return calculation.
- Compute the figure, then interpret it in plain terms: higher or lower risk, over- or under-valued, better or worse risk-adjusted performance.
- Recommend the vehicle or strategy that meets the constraints on an after-tax, after-cost basis, noting liquidity and concentration risks.
Practice question
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Checklist
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Study strategy
Split your time between formulas and judgment. Begin with the formula set: returns, standard deviation and coefficient of variation, beta and correlation, the three risk-adjusted measures, CAPM, duration and the dividend discount model. Work each one by hand and on your calculator until you can do it in under two minutes, and learn when each applies. The exam formula sheet helps with recall but not with selection.
Then move to client-focused practice. Read case facts and write a short investment policy statement for the client before looking at the options; the right answer usually honors the most binding constraint, such as liquidity or capacity for loss. Learn the tax treatment of each vehicle and strategy, because many investment answers are decided on after-tax results. Finally, review option strategies and margin calculations together, since they reuse the same logic about payoffs and risk. Close each week with a mixed set so formula choice stays sharp alongside the judgment questions.
FAQ
How much of the CFP exam is Investment Planning?
Investment Planning is 17% of the exam, about 29 of the 170 questions, making it the second-largest domain after Retirement Savings and Income Planning.
Is there a formula sheet?
CFP Board provides a formula sheet during the exam. It lists formulas but does not tell you which one fits a question, so practice selecting them.
Which risk-adjusted measure is tested most?
All three appear. The common test is choosing between Sharpe and Treynor based on whether the portfolio is well diversified, shown by R-squared.
Do I need to calculate bond prices?
Yes, along with yield to maturity and duration-based price change estimates. Understanding why prices and yields move in opposite directions is essential.
How much options knowledge is needed?
Know basic payoffs and uses: calls, puts, covered calls, protective puts and collars, and how each changes risk for a client holding stock.
Are alternative investments a large part of this domain?
They are one of nine topics. Focus on liquidity risk, fees, investor eligibility and when alternatives do or do not suit a client.
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Test your Domain 4 knowledge
Take a timed investment quiz to test your formula selection, bond math and suitability judgment before the full mock exam.