Debt
A bonds payable CPA exam item is decided before any arithmetic: under the effective interest method the coupon is a cash flow, not an expense. Interest expense is the carrying amount times the market rate at issuance, and the difference between the two is the amortisation — which moves the carrying amount toward face value from whichever side it started on.
| Blueprint group | FAR-II-H |
| Area weight | 30–40% |
| Approx. share of the exam | 3.9% |
What the Blueprint asks for here
At this group the Blueprint expects a candidate to calculate the carrying amount of debt at issuance and at subsequent reporting dates, account for premium and discount amortisation using the effective interest method, and prepare the related journal entries.
This is our paraphrase, not the Blueprint’s wording. verbatim quote pending The authoritative representative-task text is in the AICPA Blueprints, which are published free — download them and read the group directly. We will not print a quotation we have not taken from the source document.
Bonds payable CPA exam items: what FAR debt questions actually ask for
Why this group is worth its weight
Debt sits in Area II and shows up in both multiple-choice and simulation form, frequently as a journal-entry simulation where a single amortisation table drives three or four cells. That structure makes it unusually punishing: one wrong sign at the top propagates through every cell below it.
The one relationship every debt FAR CPA exam item turns on
Interest expense equals the beginning carrying amount multiplied by the market (effective) rate at issuance. Cash paid equals face value multiplied by the stated (coupon) rate, and the coupon rate never changes. Amortisation is the difference between those two figures. Everything else in the group is an application of that one line.
Premium and discount, and why the direction matters
A bond issued at a premium was issued because its coupon exceeded the market rate, so cash paid exceeds interest expense and the excess reduces the carrying amount each period toward face. A bond issued at a discount does the reverse: expense exceeds cash paid and the carrying amount rises toward face. Both converge on face value at maturity. Candidates who have memorised the discount case and meet a premium item often amortise in the wrong direction, and the resulting figure is a plausible-looking number sitting on the wrong side — which is exactly why it makes a good distractor.
What a simulation adds
In journal-entry form, the account you choose is itself the diagnosis. Crediting “discount on bonds payable” in a premium fact pattern is not an arithmetic slip; it says the direction was reversed at the start. Our simulations grade journal lines by account rather than by row position for exactly this reason — the row order carries no information, and the account does.
The standard this group is examined on is published by the standard setter: FASB Accounting Standards Codification. The Blueprint coordinates and weight ranges above come from the AICPA Blueprints. What is ours, and labelled as ours, is the reading, the practice item and the misconception tags.
A practice item
our own practice item Written by us against the public Blueprint. It is not an AICPA question and it is not taken from any review course.
On 1 January, Year 1, an entity issues $500,000 face value, three-year bonds with a 6% stated rate, interest payable annually each 31 December. The market rate at issuance is 5%, and the bonds are issued for $513,616. The entity uses the effective interest method.
What is the carrying amount of the bonds at 31 December, Year 1?
| A | $509,297 | correct |
| B | $513,616 | |
| C | $517,935 | |
| D | $483,616 |
The rule
Under the effective interest method, interest expense for a period is the beginning carrying amount multiplied by the market rate at issuance. Cash interest is face value multiplied by the stated rate. The difference is the amortisation of premium or discount, which adjusts the carrying amount toward face value over the life of the bond.
The arithmetic
Interest expense = $513,616 × 5% = $25,681. Cash paid = $500,000 × 6% = $30,000. Premium amortised = $30,000 − $25,681 = $4,319. Carrying amount = $513,616 − $4,319 = $509,297 — moving down toward $500,000, as a premium must.
What we would ask you first
This is the part of the product that is hard to show without an account, so here it is directly: for each wrong option above, the opening question our tutor asks — before any explanation — targeting the specific mistake that option represents. Choosing B ($513,616) and choosing D ($483,616) are different errors and deserve different first questions.
If you chose B — no_amortization
“You gave the issue price back unchanged. Cash paid this year and interest expense this year are not the same figure — what happens to the difference between them?”
If you chose C — amortizes_wrong_direction
“Your amortisation figure is right; you moved the carrying amount the other way. These bonds were issued above face. Where does the carrying amount have to be on the day they mature, and which direction is it travelling to get there?”
If you chose D — coupon_as_amortization
“You subtracted the full $30,000 cash payment from the carrying amount. How much of that $30,000 is interest expense for the year, and how much of it is reducing the balance?”
To be precise about what happens next: the exchange is a rate limit, not a gate. Answering well gets you to the full worked explanation in three or four exchanges; answering badly still gets you there. And if you would rather skip it, asking three times gets you the walkthrough.
Common questions
How does the effective interest method work on a bond issued at a premium?
Interest expense for the period is the carrying amount at the start of the period times the market rate at issuance. Cash paid is the face amount times the stated rate. On a premium bond the cash paid is larger, and the difference reduces the carrying amount, which therefore falls toward face over the life of the bond.
Why does the carrying amount move toward face value either way?
Because the amortisation is the difference between cash paid and interest expense, and that difference always closes the gap between the carrying amount and face. A premium amortises down to face; a discount accretes up to it. Getting the direction backwards is the single most common arithmetic error in this group.
Misconception tags in this group
These are the labels our diagnosis attaches when a wrong answer matches a known pattern. They are worth reading even if you never use the product — naming your own error is most of the work.
coupon_as_expense— Treating the cash coupon as interest expense.coupon_as_amortization— Subtracting the whole cash coupon from the carrying amount, as if none of it were expense.no_amortization— Leaving the carrying amount at the issue price.amortizes_wrong_direction— Increasing a premium balance, or decreasing a discount balance.face_times_market— Multiplying face value rather than carrying amount by the market rate.discount_vs_premium— In journal-entry cells: crediting the discount account in a premium fact pattern.