CIPM Level 2 Exam 2026: Free Practice Questions to Stress-Test Your Preparation

CIPM Level 2 Exam 2026: Free Practice Questions to Stress-Test Your Preparation

The CIPM Level 2 examination demands more than conceptual familiarity — it requires you to apply attribution models under time pressure, navigate the precise language of the GIPS standards, and execute multi-step calculations without error. This article presents 10 carefully crafted practice questions drawn directly from the Level 2 curriculum, structured to replicate exam-level difficulty. CIPM Level 2 Exam 2026 Free Practice Questions

Question 1 — Long-Short Strategies: Benchmark Selection

Case Study

Oakfield Capital runs a market-neutral equity strategy. The portfolio holds

equal-and-offsetting long and short positions in US equities, with a net market

exposure designed to be close to zero. The risk committee is debating which

benchmark to assign to the strategy for attribution and performance reporting purposes.

Three options are under discussion:

  Option 1: The S&P 500 Total Return Index

  Option 2: A cash benchmark (e.g., 3-month T-bill rate)

  Option 3: A custom 50/50 blend of the S&P 500 and the Russell 2000

Which benchmark is most appropriate for Oakfield's market-neutral strategy, and why?

A. The S&P 500, because it represents the broadest measure of US equity market performance against which all equity managers should be evaluated.

B. A cash benchmark, because market-neutral strategies are designed to eliminate market exposure and earn returns through security selection alone, making cash the appropriate risk-free reference.

C. A custom 50/50 blend of the S&P 500 and Russell 2000, because market-neutral strategies hold both large-cap and small-cap positions.

Question 2 — GIPS: Claim of Compliance Wording

Case Study

Meridian Asset Management has completed a GIPS compliance implementation and has

been independently verified for the periods 2021 through 2025. A junior analyst

drafts the following compliance statement for inclusion in a GIPS Composite Report:

  "The composite calculation methodology used in this report is prepared in

   accordance with the Global Investment Performance Standards (GIPS)."

The compliance officer reviews the draft and raises a concern.

Is the analyst's compliance statement acceptable under the GIPS standards?

A. Yes, because Meridian has been independently verified, it may characterize its methodology as being in accordance with the GIPS standards.

B. No. Statements characterizing the calculation methodology as being 'in accordance with' or 'consistent with' the GIPS standards are prohibited for all firms, regardless of verification status.

C. No, but only because the statement omits the required verification disclosure. Adding the verification period would make it acceptable.

Question 3 — GIPS: Composite Discretion and Non-Discretionary Portfolios

Case Study

Thornwood Capital manages a large-cap growth equity strategy across 14 portfolios.

One client, a public pension fund, has imposed the following binding restrictions:

  (1) No investment in any defence or weapons-related companies

  (2) No use of leverage or derivatives of any kind

  (3) Maximum 4% allocation to any single issuer

These restrictions are more constraining than those of any other portfolio in

the large-cap growth composite. Thornwood's compliance team must decide whether

to include this portfolio in the composite.

How should Thornwood treat this portfolio under the GIPS standards?

A. Include it in the composite, because all fee-paying portfolios managed to the large-cap growth strategy must be included regardless of client-imposed restrictions.

B. Exclude it from the composite and classify it as non-discretionary, because the restrictions significantly limit the firm's ability to implement its intended investment strategy.

C. Include it in the composite but disclose the client restrictions in a footnote, which satisfies the GIPS requirement for full disclosure.

Question 4 — Performance Appraisal: Information Ratio vs. Appraisal Ratio

Case Study

An investment consultant is evaluating three equity managers, all benchmarked

against the MSCI World Index. The consultant has the following data:

  Manager   | Avg Active Return | Tracking Error | Alpha | Residual Risk

  Manager A |      +2.0%        |     4.0%       | +1.5% |    3.0%

  Manager B |      +2.0%        |     4.0%       | +1.2% |    2.0%

  Manager C |      +3.0%        |     8.0%       | +2.4% |    4.0%

The client's mandate has an unambiguous benchmark (MSCI World) and the consultant

needs to identify which manager demonstrates the most pure skill net of factor exposures.

Which manager should the consultant recommend, and which metric is most appropriate in this context?

A. Manager C, using the Information Ratio, because Manager C has the highest absolute active return.

B. Manager B, using the Appraisal Ratio, because the appraisal ratio isolates alpha from factor exposures and Manager B has the highest alpha per unit of residual risk.

C. Manager A, using the Information Ratio, because Managers A and B are tied on IR and Manager A has a higher alpha.

Question 5 — Attribution: Strategy Benchmark vs. Published Benchmark

Case Study

A portfolio manager runs a US technology-focused strategy and consistently maintains

a 30% allocation to the technology sector — this is the manager's neutral position,

not an active overweight. The technology sector outperformed the total market by +8%

over the measurement period.

  Attribution using the S&P 500 (published benchmark): Technology weight = 20%

  Attribution using the strategy benchmark:             Technology weight = 30%

What is the allocation effect attributed to technology when the S&P 500 is used as the benchmark, and is this result meaningful?

A. +0.8%; Yes — a 10% overweight in a sector that outperformed by 8% correctly reflects skill.

B. +0.8%; No — this is misleading because the manager's 30% technology allocation is a neutral position, not an active decision. The strategy benchmark would show a 0% allocation effect.

C. +2.4%; No — the published benchmark always overstates attribution effects for specialist managers.

Question 6 — GIPS: Error Correction Obligations

Case Study

Bridgewater Performance Analytics discovers that a GIPS Composite Report distributed

six months ago contained a material benchmark error. The report was sent to:

  - Prospect A: still a current prospective client

  - Prospect B: became a current client four months ago

  - Prospect C: declined to hire the firm; no longer in contact

  - Prospect D: received a different, error-free version of the report

The firm's current external verifier performed their most recent review after

the erroneous report was distributed.

To whom must Bridgewater provide the corrected GIPS Report?

A. Prospect A, Prospect B, and the current verifier only — former prospects are excluded.

B. Prospect A, Prospect B, the current verifier, and any former verifier — with best efforts to notify all current prospective clients who received the erroneous report.

C. All four recipients, including Prospect C and Prospect D, to ensure full transparency.

Question 7 — Multi-Currency Attribution: Karnosky-Singer vs. Naive Approach

Case Study

A USD-based portfolio holds equities in Japan, where the Japanese yen interest rate

is 0.1% and the US dollar interest rate is 5.0%. The yen has depreciated against

the USD by -3.0% over the measurement period (spot currency return = -3.0%).

A currency analyst calculates the naive currency return for the Japan allocation

and compares it with the Karnosky-Singer forward return measure.

The portfolio is overweight Japan equities relative to the benchmark and has not

used any forward currency hedging contracts on its yen exposure.

Why does the Karnosky-Singer approach produce a more accurate currency attribution than the naive approach in this scenario?

A. Because Karnosky-Singer uses geometric returns while the naive approach uses arithmetic returns, and geometric returns are always more precise.

B. Because Karnosky-Singer accounts for the interest rate differential between currencies. The cost or benefit of hedging — known in advance — is attributed to the manager responsible for creating the currency exposure, rather than being buried in an undifferentiated currency return.

C. Because the naive approach incorrectly includes dividend income in the currency return, whereas Karnosky-Singer excludes it.

Question 8 — Brinson-Fachler Attribution: Market-Neutral Portfolio

Case Study — Market-Neutral Attribution

A market-neutral portfolio has the following data for the period:

  Category               | Portfolio Wt | Benchmark Wt | Portfolio Ret | Benchmark Ret

  Long US equities       |    50.0%     |    60.0%     |    16.0%      |    10.0%

  Long Canadian equities |    50.0%     |    40.0%     |    -8.0%      |    -6.0%

  Short US equities      |   -50.0%     |   -60.0%     |     6.0%      |    10.0%

  Short Canadian equities|   -40.0%     |   -40.0%     |   -10.0%      |    -6.0%

  Cash                   |    90.0%     |   100.0%     |     2.0%      |     3.0%

  Total                  |   100.0%     |   100.0%     |     6.8%      |     3.0%

What is the Brinson-Fachler allocation effect for the Long Canadian equities position?

A. -0.90%

B. +0.90%

C. -1.40%

Question 9 — Karnosky-Singer: Currency Allocation Effect

Case Study — Karnosky-Singer Attribution

A USD-based global portfolio invests in three markets. Data for the period:

  Market      | Port Wt | Bench Wt | Local Ret | Interest Rate | Spot FX Return

  US          |  40%    |   60%    |  -4.0%    |    0.5%       |     0.0%

  Europe      |  20%    |   30%    |  +2.0%    |    1.0%       |    -5.0%

  Canada      |  40%    |   10%    |  -6.0%    |    2.0%       |    +5.0%

  Portfolio forward currency weights: US = 0%, Europe = 0%, Canada = 0%

  Benchmark forward currency weights: US = +40%, Europe = -30%, Canada = -10%

What is the Karnosky-Singer currency allocation effect for the Canadian Dollar position?

A. +2.60%

B. +0.65%

C. +1.40%

Question 10 — Sharpe Ratio: Leverage and Target Volatility

Case Study — Portfolio Construction

A client has asked you to construct a portfolio targeting an annualized volatility

of 18%. You have identified the following fund as the best available option:

  Fund:               Vanguard Windsor

  Sharpe Ratio:       0.72

  Annualized Volatility: 15.19%

  Risk-free rate:     2.0%

The client CAN borrow at the risk-free rate to achieve the target volatility.

To achieve an annualized volatility of exactly 18%, what percentage of the client's assets must be invested in the Vanguard Windsor fund, and what will be the expected annual excess return above the risk-free rate?

A. Invest 118.50% in the fund; expected excess return = 12.96%

B. Invest 118.50% in the fund; expected excess return = 10.94%

C. Invest 100.00% in the fund; expected excess return = 10.94%

Correct Answers:CIPM Level 2 Exam 2026 Free Practice Questions

1. Correct Answer: B

Explanation:

Market-neutral strategies construct offsetting long and short positions precisely to neutralize

systematic market exposure (beta close to zero). The strategy's return is therefore not driven

by broad market movements but by the manager's security selection skill — the difference

between the performance of the long book and the short book.

A cash benchmark is appropriate because it represents the return the strategy should deliver

in the absence of any skill. Outperformance above cash reflects pure alpha. Using an equity

index such as the S&P 500 would be misleading: it would create artificial allocation effects

driven by the market's direction rather than the manager's decisions.

The curriculum explicitly notes that the usual benchmark for market-neutral strategies is

the return to cash, under the assumption that long and short positions are established to

have offsetting systematic risk.

2. Correct Answer: B

Explanation:

The GIPS standards are explicit: statements that characterize a calculation methodology as

being 'in accordance with,' 'in compliance with,' or 'consistent with' the GIPS standards

are prohibited for ALL firms — whether verified or not. This prohibition also extends to

statements saying that a specific portfolio's return is 'calculated in accordance with GIPS'

(except when a GIPS-compliant firm reports performance of a segregated account to current clients).

The only permissible claim is the precise compliance statement prescribed by the GIPS standards.

For a verified firm, the required wording is:

  '[Firm] claims compliance with the Global Investment Performance Standards (GIPS) and has

   prepared and presented this report in compliance with the GIPS standards. [Firm] has been

   independently verified for the periods [dates].'

No other formulation — regardless of how similar it appears — is acceptable.

3. Correct Answer: B

Explanation:

Under the GIPS standards, only discretionary portfolios may be included in a composite.

A portfolio is considered non-discretionary when client-imposed restrictions significantly

limit the firm's ability to implement its intended strategy.

In this case, the prohibition on defence stocks, the ban on leverage and derivatives, and

the 4% issuer cap together materially constrain Thornwood's large-cap growth process.

The portfolio should therefore be classified as non-discretionary and excluded.

Inclusion with a footnote (Option C) does not satisfy GIPS requirements — the standard

is clear that non-discretionary portfolios must not be included in composites. Firms must

document their policies for determining discretion and apply them consistently to all portfolios.

4. Correct Answer: B

Explanation:

When the benchmark is unambiguous, the Information Ratio (IR = active return / tracking error) is the primary metric. Here:

  Manager A: IR = 2.0% / 4.0% = 0.50

  Manager B: IR = 2.0% / 4.0% = 0.50

  Manager C: IR = 3.0% / 8.0% = 0.375

Managers A and B are tied on IR. To differentiate them, the Appraisal Ratio

(AR = alpha / residual risk) is the appropriate tiebreaker, because it isolates the

alpha generated independently of benchmark factor exposures:

  Manager A: AR = 1.5% / 3.0% = 0.50

  Manager B: AR = 1.2% / 2.0% = 0.60

Manager B has a higher appraisal ratio (0.60 vs 0.50), indicating more skill per

unit of non-benchmark risk. The curriculum notes that the appraisal ratio provides a

more nuanced perspective on reward per unit of risk by isolating pure manager alpha

from returns that could be obtained more cheaply via factor exposures.

5. Correct Answer: B

Explanation:

Using the S&P 500:

  Allocation effect = (Portfolio weight - Benchmark weight) x Sector outperformance

  = (30% - 20%) x 8% = 10% x 8% = +0.8%

However, this result is misleading. The manager's 30% technology weight is their

structural neutral position — not an active bet. Attribution analysis should reflect

the investment decision-making process. Using the strategy benchmark (which also holds

30% in technology) eliminates this spurious allocation effect:

  = (30% - 30%) x 8% = 0%

The curriculum warns explicitly that using an inappropriate published benchmark

will attribute outperformance to 'active' decisions that are not active at all,

rendering the attribution analysis unreliable and potentially misleading for

clients and senior management.

6. Correct Answer: B

Explanation:

The GIPS standards require firms to correct material errors in GIPS Reports and distribute

the corrected report as follows:

  REQUIRED: Provide to the current verifier.

  REQUIRED: Provide to any former verifier.

  REQUIRED: Provide to all current clients and investors who received the erroneous report.

            (Prospect B is now a current client — must receive the corrected report.)

  REQUIRED: Make every reasonable effort to provide to all current prospective clients

            who received the erroneous report. (Prospect A qualifies.)

  NOT REQUIRED: Provide to former prospective clients (Prospect C is not owed a correction).

  NOT REQUIRED: Provide to parties who received an error-free version (Prospect D).

The GIPS standards do not require firms to contact former clients, former investors,

or former prospective clients with corrections.

7. Correct Answer: B

Explanation:

The key innovation of Karnosky and Singer (1994) is the explicit treatment of interest rate

differentials between the investor's base currency and each foreign currency.

In this scenario, the USD interest rate is 5.0% and the JPY rate is 0.1% — a 4.9%

differential. Forward currency contracts are priced by reference to this differential.

Any manager who overweights Japan (creating yen exposure) is implicitly also taking on

the cost of hedging that currency exposure to neutral — a cost that is knowable in advance.

The Karnosky-Singer model splits the return into:

  1. An equity premium component (local return minus local interest rate), measuring the

     manager's asset allocation decision.

  2. A currency component (spot currency return plus local interest rate), measuring the

     currency decision — explicitly incorporating the interest rate differential.

The naive approach ignores these interest rate differentials, which means the currency

manager appears to bear costs or benefits that are actually the consequence of the asset

allocation manager's decisions. Karnosky-Singer correctly allocates responsibility.

Option A is incorrect: the key distinction is the interest rate differential, not simply

geometric vs. arithmetic returns.

8. Correct Answer: A

Explanation:

Formula: A_i = (w_i - W_i) x (B_i - B)

  w_i  = portfolio weight of Long Canadian equities = 50.0%

  W_i  = benchmark weight of Long Canadian equities = 40.0%

  B_i  = benchmark return for Canadian equities     = -6.0%

  B    = total benchmark return                     = 3.0%

  A_i = (50.0% - 40.0%) x (-6.0% - 3.0%)

       = 10.0% x (-9.0%)

       = -0.90%

The manager overweighted Canadian equities by 10%. Canadian equities underperformed

the total benchmark by 9.0% (-6.0% vs +3.0%). Overweighting an underperforming segment

produces a negative allocation effect of exactly -0.90%.

Option C (-1.40%) would result from using B_i - B = -6.0% - 8.0% = -14.0% — an error

arising from confusing the benchmark return with a different figure.

9. Correct Answer: A

Explanation:

Step 1 — Calculate the currency benchmark C:

  C = SUM of (W_i + W-tilde_i) x (C_i + I_i)

  US:     (60% + 40%) x (0.0% + 0.5%) = 100% x 0.5%  = +0.500%

  Europe: (30% + (-30%)) x (-5.0% + 1.0%) = 0% x (-4.0%) = 0.000%

  Canada: (10% + (-10%)) x (5.0% + 2.0%) = 0% x 7.0%  = 0.000%

  C = 0.500% + 0.000% + 0.000% = +0.500%

Step 2 — Apply the Karnosky-Singer currency allocation formula for Canada:

  CA_i = [(w_i + w-tilde_i) - (W_i + W-tilde_i)] x [(C_i + I_i) - C]

  w_i        = portfolio equity weight in Canada          = 40%

  w-tilde_i  = portfolio forward weight in CAD            = 0%

  W_i        = benchmark equity weight in Canada          = 10%

  W-tilde_i  = benchmark forward weight in CAD            = -10%

  C_i        = spot currency return for CAD               = +5.0%

  I_i        = interest rate in CAD                       = +2.0%

  C          = currency benchmark (from Step 1)           = +0.500%

  CA_i = [(40% + 0%) - (10% + (-10%))] x [(5.0% + 2.0%) - 0.500%]

        = [40% - 0%] x [7.0% - 0.500%]

        = 40% x 6.500%

        = +2.600%

Answer A (+2.60%) is correct. The portfolio holds a 40% net long CAD exposure while

the benchmark has zero net CAD exposure (10% equity - 10% forward = 0%). The CAD

cash return of 7.0% (spot +5.0% plus interest +2.0%) exceeded the currency benchmark

of +0.5% by 6.5%. The 40% overweight multiplied by this 6.5% excess yields exactly +2.60%.

10. Correct Answer: A

Explanation:

Step 1 — Calculate the required leverage (investment weight) to hit 18% volatility:

  Weight = Target volatility / Fund volatility

  Weight = 18.00% / 15.19% = 1.18499... = 118.50% (rounded to 2 decimal places)

  Exact fraction: 18.00 / 15.19 = 1.184990...

  The client invests 118.50% of assets in the fund and borrows 18.50% at the risk-free rate.

Step 2 — Calculate the expected annual excess return:

  Method: Expected excess return = Target volatility x Sharpe ratio

  = 18.00% x 0.72

  = 12.960%

  Verification using leverage:

  Levered excess return = Weight x Fund volatility x Sharpe ratio

  = 1.18499... x 15.19% x 0.72

  = 1.18499... x 10.9368%

  = 12.960%  (exact, confirming the result)

Answer A is correct: invest 118.50% of assets in the Vanguard Windsor fund

(borrowing the remaining 18.50% at the risk-free rate) to achieve exactly 18%

annualized volatility and an expected annual excess return of 12.96%.

Option B uses the fund's own volatility rather than the target volatility to compute

the excess return — a common error. Option C makes no adjustment for leverage at all.