Priced from present values and carried one interest period at a time, this AC116 Unit 8 bond amortization schedule shows cash paid, expense, amortization and carrying amount to maturity. Searches like "ac 116 unit 8 assignment example", "ac116 unit 8 sample" and "ac116 unit 8 example" land here.
What a finished AC116 Unit 8 bond amortization schedule looks like
Above the schedule sits a short pricing block. Face value, stated rate, market rate, term and payment frequency are listed, then the issue price is computed as the present value of the face amount plus the present value of the interest payments, both discounted at the market rate per period. Whether the bond sold at a discount or a premium is stated in a sentence. The schedule has six columns: period, cash interest at the stated rate on face, interest expense at the market rate on the opening carrying amount, amortization as the difference between those two, the unamortized discount or premium, and the closing carrying amount. Row zero shows the issue price. The last row carries a small rounding adjustment, labeled, so the carrying amount equals face exactly.
How a AC116 Unit 8 example is structured
Pricing precedes the table because the table cannot start without it: the opening carrying amount in row one is the issue price, not the face value. The per-period conversion is stated once in the pricing block, halving both rates and doubling the number of periods for semiannual interest, so no row has to repeat it. Cash interest never changes. Expense is recomputed each period from the opening carrying amount, which is why it moves: upward over time for a discount, downward for a premium. Amortization is the gap between expense and cash, and the carrying amount moves by that gap toward face. Under the table, the first two journal entries appear as examples, the issue and the first interest payment, followed by a sentence explaining that total interest expense over the life equals cash interest plus the original discount.
Pricing the issue
Present value of face plus present value of the interest annuity, both at the market rate per period. The result, compared with face, names the bond a discount or premium issue.
Semiannual conversion
Both rates halved and the periods doubled, stated once above the table. Every row below uses the per-period figures without restating them.
Cash against expense
Cash interest fixed at stated rate times face; expense recomputed on the opening carrying amount at the market rate. Their difference is the period's amortization.
Carrying amount toward face
Each row's closing amount opens the next. For a discount it climbs, for a premium it falls, and the final row lands on face after a labeled rounding adjustment.
Two sample entries
The issue entry with its discount or premium account, and the first interest payment split among expense, cash and amortization, each amount traced to row one.
Where marks go in AC116 Unit 8
Interest expense computed on face value instead of the carrying amount heads the list of deductions, since it flattens the effective interest method into equal amortization without saying so and every later row inherits it. Annual rates applied to semiannual periods cost nearly as much and are just as easy to spot, because expense roughly doubles. Issue prices that discount at the stated rate rather than the market rate produce a bond sold at face and a schedule with nothing to amortize, which wipes out most of the problem. Premium schedules where the carrying amount climbs instead of falling lose points for direction. Smaller losses go to unlabeled rounding in the last row and to an issue entry that records the bond at face with no discount or premium account.
Get a AC116 Unit 8 example written to your instructions
Face value, stated and market rates, term and payment dates determine every row of the Unit 8 schedule, so they come first, followed by the section's instructions and rubric. A priced, balanced schedule returns within 24-48h, with straight line added if the problem asks for both, and the first custom sample costs nothing.
AC116 Unit 8 questions, answered
Does AC116 ever accept straight line amortization instead?
Some sections introduce straight line first because it is simpler, dividing the discount or premium evenly across periods, and a few accept it when the difference is immaterial. The effective interest method is the one the course usually treats as correct, since expense stays a constant percentage of the carrying amount. Where both are required, a second schedule sits beside the first for comparison.
Why is my issue price a few dollars off the answer key?
Present value factors rounded to three or four places, or a calculator using the exact rate, produce slightly different prices. Graders generally accept the difference when the method is right and the factors are cited. The sample names the factor source, table or formula, in the pricing block so the rounding can be traced and the final-row adjustment explained.
What entry is needed at a year end that falls between interest dates?
An accrual for the months since the last payment: interest expense for that fraction of the next row, interest payable for the cash portion, and amortization of the discount or premium for the same fraction. Some AC116 problems set the fiscal year end between payment dates specifically to test this. The sample shows it as a separate entry beneath the schedule.