IMT 1 (2026): Debt Securities

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Use this page to isolate Debt Securities for IMT 1 (2026). Work through the 10 questions first, then review the explanations and return to mixed practice in Securities Prep.

Pass	What to do	What to record
First attempt	Answer without checking the explanation first.	The fact, rule, calculation, or judgment point that controlled your answer.
Review	Read the explanation even when you were correct.	Why the best answer is stronger than the closest distractor.
Repair	Repeat only missed or uncertain items after a short break.	The pattern behind misses, not the answer letter.
Transfer	Return to mixed practice once the topic feels stable.	Whether the same skill holds up when the topic is no longer obvious.

Blueprint context: 17% of the practice outline. A focused topic score can overstate readiness if you recognize the pattern too quickly, so use it as repair work before timed mixed sets.

Sample questions

These questions are original Securities Prep practice items aligned to this topic area. They are designed for self-assessment and are not official exam questions.

Question 1

Topic: Debt Securities

All amounts are in CAD. A portfolio manager wants a modest yield increase in the fixed-income sleeve for a client who expects to draw on the portfolio in about four years. The IPS says the sleeve must remain investment grade, emphasize capital preservation, and stay close to its 3.0 modified-duration benchmark. The portfolio now holds 3-year Government of Canada bonds yielding 3.10%. Which candidate bond offers the best trade-off between yield pickup and added price or credit risk?

• A. 7-year utility corporate bond
• B. 5-year industrial corporate bond
• C. 4-year provincial bond
• D. 12-year provincial bond

Best answer: C

What this tests: Debt Securities

Explanation: The best choice is the 4-year provincial bond because the client wants only a modest increase in income and the IPS prioritizes capital preservation. It adds yield over the current federal holding without taking on a large jump in either interest-rate sensitivity or credit risk.

This question tests the trade-off between yield pickup and the extra risks taken to earn it. For a client with a four-year spending need and a 3.0 duration benchmark, the strongest choice is the bond that improves income while keeping both price volatility and credit risk controlled.

The 4-year provincial bond fits best because it:

• increases yield from 3.10% to 3.80%
• keeps modified duration close to 3.0
• preserves high credit quality at AA

The higher-yielding corporate choices demand more risk to earn that extra spread. The 7-year utility bond adds substantial duration risk, while the 5-year industrial bond adds more credit risk through its BBB rating. The 12-year provincial bond avoids credit deterioration but creates far too much interest-rate sensitivity for a near-term liquidity need.

In this setting, the best trade-off is the modest-yield, modest-risk provincial bond rather than reaching for maximum yield.

• The 7-year utility corporate bond offers more income, but its 6.0 duration adds too much price volatility for a four-year horizon.
• The 5-year industrial corporate bond improves yield more, but the extra pickup comes with a clear step down in credit quality to BBB.
• The 12-year provincial bond keeps strong credit quality, but its 9.1 duration makes interest-rate risk disproportionate to the extra yield.

It provides a reasonable yield pickup while keeping duration near benchmark and maintaining strong credit quality.

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Question 2

Topic: Debt Securities

A portfolio manager wants a quick estimate of the impact of a parallel yield increase on a provincial bond holding. Use \( \%\Delta P \approx -D_{\text{mod}} \times \Delta y \), where \( \Delta y \) is stated in decimal form. Based on the exhibit, what is the holding’s approximate change in market value?

Exhibit: Position snapshot

• A. An increase of $31,200
• B. A decline of $31,200
• C. A decline of $3,120
• D. A decline of $312,000

Best answer: B

What this tests: Debt Securities

Explanation: Modified duration estimates the percentage price change for a yield move, with a negative sign because bond prices and yields move in opposite directions. A 40bp increase is 0.40%, so the holding falls by about 2.6%, or $31,200 on a $1,200,000 position.

The core concept is the duration-based approximation of bond price sensitivity. Modified duration tells you the approximate percentage change in price for a 1.00% change in yield, so you multiply duration by the yield change in decimal form and apply the negative sign.

• Convert 40bp to 0.004.
• Estimate percentage price change: \(-6.5 \times 0.004 = -0.026\), or -2.6%.
• Apply that to the position value: -2.6% of $1,200,000 = -$31,200.

This is only an approximation, but it is the best quick estimate; the closest trap is reversing the sign and assuming a yield increase raises the bond’s value.

• Sign error treats a yield increase as a gain, but bond prices move inversely to yields.
• Basis-point error understates the move by using 40bp as 0.0004 instead of 0.004.
• Decimal error overstates the move by treating 40bp as 4.0% rather than 0.40%.

A 40bp rise is 0.004, so the approximate price effect is \(-6.5 \times 0.004 = -2.6\%\), which is a $31,200 decline on $1,200,000.

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Question 3

Topic: Debt Securities

During a portfolio review, a client compares two investment-grade corporate bonds and says, “Bond A is clearly better because it has a 6% coupon.” Bond A trades at 104 and Bond B has a 5% coupon and trades at 96; both mature in six years. The client is unsure whether they will hold either bond to maturity. What is the investment advisor’s best next step?

• A. Revise the IPS fixed-income target before discussing the bond yields.
• B. Recommend Bond A because the higher coupon means the higher return.
• C. Explain coupon rate, current yield, and yield to maturity before comparing the bonds to the client’s likely holding period.
• D. Focus only on current yield because the client may sell before maturity.

Best answer: C

What this tests: Debt Securities

Explanation: The client is confusing a bond’s coupon rate with its expected return. Before making any recommendation, the advisor should clarify that coupon rate is the stated interest rate, current yield relates coupon income to market price, and yield to maturity is the broadest return measure if the bond is held to maturity.

The key concept is that these three bond measures are related but not interchangeable. Coupon rate is the bond’s stated annual interest as a percentage of par value. Current yield adjusts that coupon income for the bond’s market price, so a bond trading below par will usually have a current yield above its coupon rate. Yield to maturity goes further by combining coupon income with the gain or loss from the bond moving toward par by maturity, assuming it is held to maturity.

Because the client may not hold the bond to maturity, the advisor’s best next step is first to explain these measures and then connect them to the client’s intended holding period. Recommending a bond before fixing the misunderstanding would be premature. Revising the IPS is also out of sequence because the immediate issue is interpretation of bond yield measures, not asset-allocation policy.

• Higher coupon shortcut fails because a larger coupon does not automatically mean a higher total return when bonds trade at different prices.
• Current yield only is incomplete because it ignores the price gain or loss from buying above or below par.
• IPS revision first is the wrong order because the client’s immediate misunderstanding is about bond-yield measures, not the portfolio’s policy target.

This is the right next step because coupon, current yield, and yield to maturity measure different things, and the relevance of each depends on whether the bond will be held to maturity.

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Question 4

Topic: Debt Securities

A portfolio manager oversees a core Canadian government bond sleeve benchmarked to a Government of Canada bond index. The IPS permits portfolio duration to differ from the benchmark by no more than 0.3 years. The manager expects Bank of Canada easing to lower 2-year Government of Canada yields by 60bp, while 10-year and 30-year yields stay near current levels. Which interpretation is most appropriate?

• A. It is mainly a credit-spread view, so sector allocation matters more than term exposure.
• B. It is a non-parallel shift, so key-rate exposure matters alongside total duration.
• C. It is a parallel shift, so duration matching should largely neutralize rate risk.
• D. It is largely neutralized, because a tight duration band limits curve-segment effects.

Best answer: B

What this tests: Debt Securities

Explanation: Short rates falling while long rates stay flat is a non-parallel yield-curve move, not a parallel one. In that setting, total duration alone is not enough to control benchmark-relative interest-rate risk; exposure at specific maturity points also matters.

A parallel shift means yields across maturities move by roughly the same number of basis points, so overall duration is a good high-level summary of rate sensitivity. Here, the manager expects 2-year Government of Canada yields to fall 60bp while 10-year and 30-year yields remain near current levels. That is a non-parallel change because the slope of the curve changes rather than the whole curve moving together. For a benchmarked bond mandate, two portfolios can have similar total duration yet still react differently if one is concentrated at the front end and the other is not. The closest trap is assuming a tight duration band removes most risk; it reduces overall rate mismatch, but not maturity-specific curve exposure.

• Parallel-shift view fails because only the 2-year point is moving materially, while longer maturities are not.
• Tight-duration-band view fails because portfolios with similar duration can still differ meaningfully when the curve twists.
• Credit-spread view misses that the forecast is for Government of Canada yield changes, not spread changes.

Short yields falling while longer yields stay flat changes the curve shape, so maturity-point exposure matters even if overall duration stays near the benchmark.

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Question 5

Topic: Debt Securities

According to present-value logic, the fair value of a plain-vanilla bond equals the:

• A. Future par value compounded by the bond’s coupon rate
• B. Present value of coupons and principal discounted at the required return
• C. Annual coupon divided by the bond’s current market price
• D. Par value plus total coupon payments, with no discounting

Best answer: B

What this tests: Debt Securities

Explanation: Debt security valuation is a present-value exercise. A plain-vanilla bond is worth the sum of its future coupon payments and principal repayment, each discounted at the return investors currently require for similar risk and maturity.

A bond creates a series of future cash flows: periodic coupons and a final repayment of principal. Present-value logic says the bond’s fair price today is the amount that makes those future cash flows equivalent in today’s dollars, so each cash flow must be discounted back at the market-required return for a comparable bond. In shorthand,

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

where \(C\) is the coupon payment, \(F\) is face value, and \(r\) is the required return. This is why bond prices move inversely to required yields: a higher discount rate lowers present value, while a lower discount rate raises it.

• The coupon-divided-by-price choice describes current yield, not full bond valuation.
• The compounded-par-value choice misuses the coupon rate as a growth rate instead of a discount rate.
• The no-discounting choice ignores the time value of money, which is central to bond pricing.

Bond valuation discounts every promised coupon and the maturity value at the market-required return for comparable risk and term.

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Question 6

Topic: Debt Securities

A portfolio manager is reviewing a possible switch within a Canadian corporate bond sleeve. Two senior unsecured utility bonds are both rated A, are non-callable, have similar liquidity, and mature in about five years. One bond yields 4.70%, and the other yields 5.05%. What is the best next step?

• A. Classify the 4.70% bond as richer and the 5.05% bond as cheaper, then confirm no structural difference explains the spread.
• B. Compare the bonds by coupon rate first because coupon determines relative richness.
• C. Revise the IPS fixed-income target before deciding which bond is richer or cheaper.
• D. Switch immediately into the 5.05% bond because the higher yield alone proves better value.

Best answer: A

What this tests: Debt Securities

Explanation: For a simple yield-based comparison, hold key features constant and compare yields. The lower-yield bond appears richer because investors are accepting less yield for similar risk, while the higher-yield bond appears cheaper; only after that should the manager check whether another feature justifies the difference.

In bond relative-value work, the first step is an apples-to-apples comparison. When two bonds have similar credit quality, seniority, call protection, liquidity, and time to maturity, yield becomes a practical screen for richness or cheapness. A lower yield means a higher price relative to comparable cash flows, so that bond appears richer. A higher yield means a lower relative price, so that bond appears cheaper.

The workflow matters. The manager should first identify the relative valuation signal, then verify whether any remaining difference in structure or trading conditions explains the yield gap. A higher yield can be attractive, but it is not an automatic buy signal until the manager confirms the bonds are truly comparable.

The key takeaway is that simple rich/cheap analysis starts with yield, not with immediate trading or unrelated IPS changes.

• Immediate switch skips the validation step; higher yield may reflect an unobserved difference rather than mispricing.
• Coupon focus uses the wrong measure; richness and cheapness are assessed through price/yield, not coupon alone.
• IPS revision is out of sequence because the issue is relative valuation between two comparable bonds, not a policy allocation change.

With credit, maturity, call features, and liquidity broadly matched, the lower-yield bond is richer and the higher-yield bond is cheaper on a simple yield basis.

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Question 7

Topic: Debt Securities

A portfolio manager reviews two Canadian fixed-income mandates after a parallel decline of 0.40% in yields. Ignore convexity and spread changes, and use \( \Delta P \approx -D \times \Delta y \), where \(D\) is modified duration. Which conclusion is best supported by the exhibit?

Exhibit: Mandate snapshot

• A. The Core Plus Bond Fund is active and should trail the benchmark by about 0.64%.
• B. The Core Plus Bond Fund is passive and should lead the benchmark by about 0.64%.
• C. The Universe Bond ETF is passive and should lead the benchmark by about 0.04%.
• D. The Universe Bond ETF is active and should trail the benchmark by about 0.64%.

Best answer: A

What this tests: Debt Securities

Explanation: Passive fixed-income mandates usually keep duration close to the benchmark and maintain very low tracking error. The ETF fits that pattern, while the Core Plus fund shows active positioning; with yields down 0.40%, its 5.6 duration implies about 0.64% less price appreciation than the 7.2-duration benchmark.

The key distinction is that passive fixed-income management aims to replicate a benchmark, so duration and tracking error should stay close to the index. Active management deliberately takes positions away from the benchmark, such as a shorter or longer duration, to try to add value.

Here, the Core Plus Bond Fund has a much shorter duration than the FTSE Canada Universe Bond Index and a much higher tracking error, so it is behaving like an active mandate. With yields falling, shorter-duration portfolios rise less than longer-duration portfolios.

\[ \begin{aligned} \Delta P_{\text{fund}} &\approx -5.6 \times (-0.40\%) = 2.24\% \\ \Delta P_{\text{benchmark}} &\approx -7.2 \times (-0.40\%) = 2.88\% \\ \text{Relative effect} &\approx 2.24\% - 2.88\% = -0.64\% \end{aligned} \]

So the Core Plus fund would be expected to lag the benchmark by about 0.64% from duration positioning alone. The ETF is the closer match to a passive approach.

• Passive misread calling the Core Plus fund passive ignores its large duration deviation and much higher tracking error.
• Wrong sign saying the Core Plus fund should lead reverses the duration effect when yields fall.
• Wrong mandate labeling the ETF active conflicts with its near-benchmark duration and very low tracking error.
• Small gap, wrong direction the ETF’s 7.1 duration is slightly below the benchmark’s 7.2, so it would slightly lag, not lead, if yields decline.

Its larger duration gap and higher tracking error indicate active management, and its shorter duration means less price gain when yields fall.

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Question 8

Topic: Debt Securities

At a quarterly review, a client’s long-term Government of Canada bond ETF fell 7.2%, while a short-term investment-grade bond ETF fell 1.4%, after broad market yields rose by 0.75%. The client asks why the price moves were so different and whether the fixed-income mix should be changed. What is the best next step for the portfolio manager?

• A. Review credit ratings first because credit quality drove the price gap.
• B. Rebalance to target weights before diagnosing the cause of the decline.
• C. Move the long bond ETF to cash immediately to limit losses.
• D. Compare effective duration and coupon/term exposure before recommending changes.

Best answer: D

What this tests: Debt Securities

Explanation: The first step is to diagnose the source of the price difference, not trade immediately. When market yields move by a similar amount, bond price volatility is driven mainly by interest-rate sensitivity, especially duration, which is influenced by term and coupon characteristics.

Bond prices move inversely to yields, but the size of the move is not the same for every bond or bond fund. The main driver is duration: longer-duration holdings are more sensitive to a given yield change. Duration is generally higher for bonds with longer terms to maturity and lower coupons, so they usually show larger price swings when rates rise or fall.

In this monitoring situation, the manager should first compare the two ETFs’ effective duration and their average coupon/term profile. That explains why the long-term government bond ETF declined much more than the short-term bond ETF after the same broad rate shock. Only after confirming that the price change reflects expected interest-rate exposure should the manager discuss whether an allocation change is needed under the client’s IPS.

Credit quality can affect bond prices, but it is not the primary explanation for this rate-driven difference.

• Rebalance first is premature because the manager should first confirm whether the move reflects normal duration exposure.
• Credit focus first misses the main issue; the stem points to a broad yield increase, so interest-rate sensitivity is the primary driver.
• Sell to cash immediately skips analysis and client suitability review before changing the fixed-income role in the portfolio.

Duration, term, and coupon profile are the main drivers of how sharply bond prices react to the same yield change.

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Question 9

Topic: Debt Securities

A client who mainly trades stocks buys a Canadian corporate bond in the OTC market. The dealer provides the following quote. Before commissions, what cash amount will settle for the purchase?

Exhibit: Bond quote summary

• Quoted price: 98.40

• Face value traded: $50,000

• Accrued interest: $1.15 per $100 face value

• A. $49,201.15

• B. $50,575.00

• C. $49,200.00

• D. $49,775.00

Best answer: D

What this tests: Debt Securities

Explanation: With bonds, the dealer quote is usually a percentage of par and the settlement amount includes accrued interest. Here, 98.40% of $50,000 is $49,200, and adding $575 of accrued interest gives $49,775.00. That differs from a typical stock quote, which is usually the cash price per share before commissions.

Debt securities often trade differently from equities. A bond dealer quote such as 98.40 is a clean price stated as a percentage of face value, not a simple dollar price per unit, and the buyer also pays accrued interest to the seller. Here, the clean price is 98.40% of $50,000, which is $49,200. Accrued interest is $1.15 for each $100 of face value, so on $50,000 face value the accrued interest is 500 × $1.15 = $575. The settlement amount is therefore $49,200 + $575 = $49,775. This is why a bond trade confirmation can differ from what an equity investor expects from a quoted market price.

• Clean-price only uses 98.40% of face value but leaves out accrued interest.
• Add interest once treats $1.15 as a single dollar amount instead of applying it to each $100 of face value.
• Par-value mistake assumes the bond settles at full face value plus accrued interest despite the 98.40 quote.

Bond quotes are percentages of par, so the buyer pays 98.40% of $50,000 plus $575 of accrued interest, for total settlement of $49,775.00.

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Question 10

Topic: Debt Securities

A portfolio manager is funding a client’s known CAD 250,000 tuition liability due in 6 years. This portion of the portfolio will be held to maturity, the client does not need interim cash flow, and the manager wants to minimize reinvestment risk. Assuming comparable credit quality, which debt security is the single best fit?

• A. A 6-year floating-rate note
• B. A 6-year fixed-rate coupon bond
• C. A 6-year callable bond
• D. A 6-year strip bond

Best answer: D

What this tests: Debt Securities

Explanation: A strip bond is the best match for a known lump-sum liability because it has no interim coupon payments and matures at a known value on a known date. That directly fits a hold-to-maturity strategy when reinvestment risk is a key concern.

The key debt-security characteristic here is that a strip bond is a zero-coupon instrument: it pays no periodic interest and instead compounds to its maturity value. For a known liability due in 6 years, that makes cash-flow matching more precise because there are no coupons to reinvest before the tuition payment date.

A conventional fixed-rate bond and a floating-rate note both create interim coupon cash flows, so the manager still faces reinvestment risk. A callable bond adds embedded call risk, meaning the issuer may redeem it before maturity and disrupt the planned liability match. When the goal is a known future amount, no need for current income, and a hold-to-maturity approach, the strip bond is usually the cleanest fit.

The closest alternative is the fixed-rate coupon bond, but its coupon stream makes it less precise for this specific liability-matching objective.

• Coupon stream: the fixed-rate bond is less precise because periodic interest payments must be reinvested before the liability date.
• Rate reset: the floating-rate note reduces price sensitivity, but it still pays interim coupons and does not improve the lump-sum match.
• Embedded option: the callable bond is weaker because early redemption can disrupt the timing and certainty of the planned cash flow.

A strip bond makes no coupon payments and delivers a known value at maturity, so it best matches a single future liability while minimizing reinvestment risk.

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Related focused pages

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• IMT 1 (2026): Asset Allocation and Investment Management
• IMT 1 (2026): Equity Securities
• IMT 1 (2026): Managed Products
• IMT 1 (2026): International Investing and Wealth Risks
• IMT 1 (2026): Portfolio Monitoring and Performance Evaluation

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