IMT Exam 1 — CSI Investment Management Techniques (IMT®) Exam 1 Exam Blueprint

How to Use This Exam Blueprint

This independent Exam Blueprint is for candidates preparing for the Canadian Securities Institute CSI Investment Management Techniques (IMT®) Exam 1, official exam code IMT Exam 1.

Use it as a readiness map after you have worked through your current Canadian Securities Institute materials. Because official weights can change, this page does not assign percentages or imply scoring rules. Instead, it helps you confirm whether you can apply the major investment management concepts, calculations, and judgment patterns that commonly matter in an investment techniques exam.

A topic is “ready” only when you can:

• Recognize the concept in a short question stem.
• Apply it to a client, portfolio, security, or market scenario.
• Perform the related calculation without relying on memorized examples.
• Explain why the best answer is better than the distractors.
• Identify when suitability, constraints, costs, taxes, liquidity, or documentation change the recommendation.

Exam identity and study guardrails

Topic-area readiness table

“Can you do this?” core checklist

Client, IPS, and suitability judgment

• Distinguish risk tolerance from risk capacity in a client scenario.
• Identify when a return objective is unrealistic for the stated risk limit.
• Translate liquidity needs into portfolio construction limits.
• Recognize how time horizon affects asset mix and volatility tolerance.
• Identify when tax status should change security selection or account placement.
• Spot missing IPS information before recommending an investment.
• Explain why a recommendation can be technically attractive but unsuitable.
• Identify when rebalancing is required because the portfolio has drifted from policy.
• Distinguish a client’s stated preference from a binding investment constraint.
• Document the rationale for a portfolio change in terms of objectives and constraints.

Risk, return, and portfolio theory

• Calculate holding-period return from beginning value, ending value, and income.
• Calculate expected return using probability-weighted outcomes.
• Calculate portfolio expected return using asset weights.
• Interpret standard deviation as total volatility, not downside-only risk.
• Explain why correlation below +1 can reduce portfolio risk.
• Distinguish systematic risk from diversifiable risk.
• Interpret beta as sensitivity to market movements.
• Use a required-return model to judge whether expected return compensates for risk.
• Explain why a low-risk asset may still be inappropriate if it fails the return objective.
• Compare portfolios using risk-adjusted, not just absolute, performance.

Equity analysis and valuation

• Identify whether a question is asking for valuation, quality, profitability, leverage, or growth.
• Interpret P/E, dividend yield, earnings growth, book value, and cash-flow indicators.
• Explain why a low P/E can mean undervaluation or deteriorating prospects.
• Use dividend discount logic when dividends are stable and growth assumptions are meaningful.
• Distinguish top-down from bottom-up equity analysis.
• Compare growth and value styles in terms of expectations and risk.
• Recognize the effect of interest rates and discount rates on equity valuation.
• Identify when accounting measures may not reflect economic reality.
• Connect industry life cycle and business risk to valuation assumptions.
• Avoid selecting an equity solely because recent performance is strong.

Fixed income analysis

• Explain the inverse relationship between bond prices and yields.
• Distinguish coupon rate, current yield, yield to maturity, and realized return.
• Identify the effect of maturity and coupon on interest-rate sensitivity.
• Use duration to estimate price change for a yield change.
• Explain convexity in plain language and why it matters for larger yield changes.
• Distinguish interest-rate risk, reinvestment risk, credit risk, call risk, and liquidity risk.
• Identify when a bond strategy matches a known future liability.
• Explain how credit spread changes affect bond prices.
• Recognize why higher yield usually signals higher risk or less favorable features.
• Choose between laddering, barbell, bullet, or immunization-style logic when appropriate.

Performance, attribution, and monitoring

• Select an appropriate benchmark for a portfolio or manager.
• Distinguish time-weighted return from money-weighted return.
• Explain when client cash flows distort performance interpretation.
• Use Sharpe ratio logic for total risk and Treynor ratio logic for market risk.
• Interpret alpha as return beyond a risk-adjusted expectation.
• Distinguish active return from tracking error.
• Identify whether performance came from asset allocation, security selection, or market movement.
• Recognize survivorship bias, short sample periods, and style drift.
• Explain why monitoring includes suitability, mandate compliance, and risk, not just return.
• Recommend review action when the portfolio no longer matches the IPS.

Calculation and formula readiness

Do not memorize formulas in isolation. For IMT Exam 1 readiness, be able to choose the correct formula from the wording of the question, use consistent periods, and interpret the result.

Return formulas

Holding-period return:

\[ \text{HPR} = \frac{\text{Ending value} - \text{Beginning value} + \text{Income}}{\text{Beginning value}} \]

Portfolio expected return:

\[ E(R_p) = \sum_{i=1}^{n} w_i E(R_i) \]

Risk premium:

\[ \text{Risk premium} = E(R) - R_f \]

Risk and diversification formulas

Variance and standard deviation:

\[ \sigma^2 = \sum_{i=1}^{n} p_i [R_i - E(R)]^2 \]

Two-asset portfolio variance:

\[ \sigma_p^2 = w_A^2\sigma_A^2 + w_B^2\sigma_B^2 + 2w_Aw_B\rho_{A,B}\sigma_A\sigma_B \]

Beta:

\[ \beta_i = \frac{\operatorname{Cov}(R_i,R_m)}{\sigma_m^2} \]

Required return and valuation logic

CAPM-style required return:

\[ E(R_i) = R_f + \beta_i [E(R_m) - R_f] \]

Constant-growth dividend discount model:

\[ P_0 = \frac{D_1}{r - g} \]

Bond price as present value of cash flows:

\[ P = \sum_{t=1}^{n} \frac{C_t}{(1+y)^t} + \frac{F}{(1+y)^n} \]

Approximate bond price change using modified duration:

\[ \frac{\Delta P}{P} \approx -D_{\text{mod}}\Delta y \]

Scenario and decision-point checks

Client profile scenarios

Portfolio construction decision cues

Investment policy statement readiness

An IPS-style question often tests whether you can connect client facts to portfolio action.

Equity exam blueprint

Analysis methods

Equity “can you explain it?” prompts

• Why might a company with a high P/E still be attractive?
• Why might a company with a low P/E be risky?
• What happens to valuation when the required rate of return rises?
• How do leverage and cyclicality affect equity risk?
• Why does free cash flow matter in addition to earnings?
• When is dividend growth more important than current dividend yield?
• How can style drift affect a portfolio mandate?
• Why should sector concentration be monitored even if each holding is high quality?

Fixed-income exam blueprint

Bond relationship table

Fixed-income “can you do this?” prompts

• Rank bonds by likely interest-rate sensitivity.
• Explain why yield to maturity may not equal realized return.
• Identify reinvestment risk when coupons must be reinvested at uncertain rates.
• Explain why a callable bond may offer a higher yield.
• Recognize when a ladder can manage liquidity and reinvestment timing.
• Recognize when a bullet structure targets a known liability date.
• Explain why duration matching can reduce—but not eliminate—risk.
• Distinguish default risk from downgrade risk and spread risk.
• Explain how inflation can harm fixed coupon payments.
• Identify when a bond fund has no fixed maturity date like an individual bond.

Performance measurement and manager evaluation

Performance traps

• Comparing a Canadian equity manager to a global balanced benchmark.
• Rewarding high return without checking higher risk.
• Treating short-term outperformance as proof of skill.
• Ignoring whether returns were driven by style, sector, currency, or market beta.
• Using money-weighted return to judge a manager when client cash-flow timing dominates.
• Ignoring fees and taxes when the client outcome is after-cost or after-tax.
• Failing to investigate style drift after strong performance.

Derivatives and risk-management readiness

If derivative concepts appear in your IMT Exam 1 preparation, focus on economic purpose, payoff direction, and risk impact rather than memorizing isolated terminology.

Ethics, documentation, and professional judgment

Investment techniques questions often reward the answer that is both technically sound and professionally defensible.

Common weak areas and traps

Final-week checklist

Knowledge consolidation

• Re-read your weakest Canadian Securities Institute course sections, not the whole course indiscriminately.
• Build a one-page formula sheet from memory, then compare it to your notes.
• Create a vocabulary list for risk, return, equity, fixed income, IPS, and performance terms.
• Review every practice question you missed and classify the error: concept, calculation, reading, or judgment.
• Rework missed calculation questions without looking at the solution.
• Practice explaining each major concept in one or two sentences.
• Review professional judgment questions where two answers seem plausible.
• Confirm that you can identify the client fact that controls the answer.

Timed practice

• Complete mixed-topic practice rather than only chapter-by-chapter review.
• Practice under time limits so calculation setup becomes efficient.
• Flag questions where you are choosing by familiarity rather than reasoning.
• After each timed set, write the rule or formula that would have solved each missed item.
• Redo weak-area questions after at least one day, not immediately from memory.
• Track whether your errors are concentrated in fixed income, portfolio theory, equity valuation, or client scenarios.

Exam-readiness self-test

You are close to ready when you can answer “yes” to all of these:

• Can I turn a client scenario into objectives and constraints?
• Can I choose between two investments based on suitability, not only return?
• Can I calculate and interpret expected return, portfolio return, standard deviation logic, beta, and required return?
• Can I explain diversification using correlation and systematic risk?
• Can I predict bond price behavior when yields, maturity, coupon, or credit spreads change?
• Can I evaluate equity valuation ratios without relying on one metric?
• Can I select the right performance measure for manager evaluation?
• Can I identify when taxes, costs, liquidity, or documentation change the best answer?
• Can I explain why the wrong answers are wrong?
• Can I maintain accuracy under timed conditions?

Practical next step

Pick the three readiness areas where you hesitated most. For each one, complete a short cycle: review the concept, write the rule in your own words, do mixed practice questions, and record every miss in an error log. Then return to this Exam Blueprint and mark only the skills you can apply without prompts.