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Definition from the ASC Master Glossary
Par amount |
$5,000,000 |
Coupon rate |
6% paid annually |
Years to maturity |
10 years |
Period |
Cash inflow (outflow) amount |
Purchase date |
($4,650,000) |
Year 1 |
300,000 |
Year 2 |
300,000 |
Year 3 |
300,000 |
Year 4 |
300,000 |
Year 5 |
300,000 |
Year 6 |
300,000 |
Year 7 |
300,000 |
Year 8 |
300,000 |
Year 9 |
300,000 |
Year 10 |
5,300,000 |
Period |
Cash inflow (outflow) |
Coupon payment |
Accretion of discount |
Interest income |
Unamortized discount |
Ending carrying amount |
0 |
($4,650,000) |
— |
— |
— |
$350,000 |
$4,650,000 |
1 |
300,000 |
$300,000 |
$25,336 |
$325,336 |
324,664 |
4,675,336 |
2 |
300,000 |
300,000 |
27,109 |
327,109 |
297,555 |
4,702,445 |
3 |
300,000 |
300,000 |
29,006 |
329,006 |
268,549 |
4,731,451 |
4 |
300,000 |
300,000 |
31,035 |
331,035 |
237,514 |
4,762,486 |
5 |
300,000 |
300,000 |
33,206 |
333,206 |
204,308 |
4,795,692 |
6 |
300,000 |
300,000 |
35,530 |
335,530 |
168,778 |
4,831,222 |
7 |
300,000 |
300,000 |
38,016 |
338,016 |
130,672 |
4,869,238 |
8 |
300,000 |
300,000 |
40,675 |
340,675 |
90,087 |
4,909,913 |
9 |
300,000 |
300,000 |
43,521 |
343,521 |
46,566 |
4,953,434 |
10 |
5,300,000 |
300,000 |
46,566 |
346,566 |
— |
— |
Method |
Description |
Prospective approach |
A new effective interest rate is computed based on the current cost basis of the instrument and remaining cash flows. Changes in cash flows from previous estimates are included in future interest income on a prospective basis. |
Catch-up approach |
The cost basis is adjusted to the present value of the revised estimated cash flows discounted at the original effective interest rate. Using this approach, the impact of the change in cash flows is recorded in the current period. |
Retrospective approach |
A new effective interest rate is computed based on the original cost basis, actual cash flows to date, and the revised estimate of remaining cash flows. The new effective interest rate is then used to adjust the cost basis to the present value of the revised estimated cash flows, discounted at the new effective interest rate. Using this approach, the impact of the change in cash flows is recorded in the current period. |
If the loan's stated interest rate increases during the term of the loan (so that interest accrued under the interest method in early periods would exceed interest at the stated rate), interest income shall not be recognized to the extent that the net investment in the loan would increase to an amount greater than the amount at which the borrower could settle the obligation. Prepayment penalties shall be considered in determining the amount at which the borrower could settle the obligation only to the extent that such penalties are imposed throughout the loan term (See Section 310-20-55). Accordingly, a limit is imposed on the amount of periodic amortization that can be recognized. However, that limitation does not apply to the capitalization of costs incurred (such as direct loan origination costs and purchase premiums) that cause the investment in the loan to be in excess of the amount at which the borrower could settle the obligation. The capitalization of costs incurred is different from increasing the net investment in a loan through accrual of interest income that is only contingently receivable.
Period |
Interest rate |
||
Year 1 |
2% |
||
Year 2 |
3% |
||
Year 3 |
4% |
||
Year 4 |
5% |
||
Year 5 |
6% |
Period |
Cash in / (out) flow |
Coupon payment |
Accretion of discount |
Interest income |
Unamortized discount |
Ending carrying amount |
0 |
(950,000) |
— |
— |
— |
50,000 |
950,000 |
1 |
20,000 |
(20,000) |
28,052 |
48,052 |
21,948 |
978,052 |
2 |
30,000 |
(30,000) |
19,471 |
49,471 |
2,476 |
997,524 |
3 |
40,000 |
(40,000) |
10,456 |
50,456 |
(7,980) |
1,007,980 |
Period |
Cash inflow (outflow) |
Coupon payment |
Accretion of discount |
Interest income |
Unamortized discount |
Ending carrying amount |
0 |
($950,000) |
— |
— |
— |
$50,000 |
$950,000 |
1 |
20,000 |
$20,000 |
$28,052 |
$48,052 |
21,948 |
978,052 |
2 |
30,000 |
30,000 |
19,471 |
49,471 |
2,476 |
997,524 |
3 |
40,000 |
40,000 |
2,476 |
42,476 |
— |
1,000,000 |
4 |
50,000 |
50,000 |
— |
50,000 |
— |
1,000,000 |
5 |
1,060,000 |
60,000 |
— |
60,000 |
— |
— |
If the loan's stated interest rate varies based on future changes in an independent factor, such as an index or rate (for example, the prime rate, the London Interbank Offered Rate [LIBOR], or the U.S. Treasury bill weekly average rate), the calculation of the constant effective yield necessary to recognize fees and costs shall be based either on the factor (the index or rate) that is in effect at the inception of the loan or on the factor as it changes over the life of the loan. (See Section 310-20-55.) A variable rate loan whose initial rate differs from the rate its base factor would produce is also subject to the provisions of (a) and (b).
The preceding paragraph provides that when a loan's stated interest rate varies based on future changes in an independent factor, the lender shall calculate a constant effective yield by using the independent factor in effect at the inception of the loan or the factor as it changes over the life of the loan. In applying the guidance in (c) in the preceding paragraph, the lender may not change from one alternative to the other during the life of the loan. The lender must select one of the two alternatives and apply the method consistently throughout the life of the loan.
Period |
Interest rate index |
Coupon |
||
Year 1 |
2% |
4% |
||
Year 2 |
1.5% |
3.5% |
||
Year 3 |
3% |
5% |
||
Year 4 |
4% |
6% |
||
Year 5 |
4% |
6% |
Period |
Assumed cash in/(out) flow (1) |
Interest income (2) |
Unamortized discount |
Ending carrying amount |
0 |
(950,000) |
— |
50,000 |
950,000 |
1 |
40,000 |
49,020 |
40,980 |
959,020 |
2 |
40,000 |
49,485 |
31,495 |
968,505 |
3 |
40,000 |
49,975 |
21,520 |
978,480 |
4 |
40,000 |
50,489 |
11,031 |
988,969 |
5 |
1,040,000 |
51,031 |
— |
— |
(1) The Assumed cash in/(out)flow column represents the cash flows used for the purposes of calculating the accretion of the discount and are based on the variable index at inception/acquisition plus the fixed spread (i.e., 4% assumed coupon payments each year and payment of par at maturity).
(2) The Interest income column represents the interest that would have been recorded in each period if the variable index never changed from inception/acquisition. Actual interest income will be different as rates change each period.
|
Except as stated in the following sentence, the calculation of the constant effective yield necessary to apply the interest method shall use the payment terms required by the loan contract, and prepayments of principal shall not be anticipated to shorten the loan term. If the entity holds a large number of similar loans for which prepayments are probable and the timing and amount of prepayments can be reasonably estimated, the entity may consider estimates of future principal prepayments in the calculation of the constant effective yield necessary to apply the interest method. If the entity anticipates prepayments in applying the interest method and a difference arises between the prepayments anticipated and actual prepayments received, the entity shall recalculate the effective yield to reflect actual payments to date and anticipated future payments. The net investment in the loans shall be adjusted to the amount that would have existed had the new effective yield been applied since the acquisition of the loans. The investment in the loans shall be adjusted to the new balance with a corresponding charge or credit to interest income.
Principal amount (due in full at maturity) |
$100,000 |
Origination fees paid by the borrower |
$3,000 |
Origination costs incurred by Bank Corp |
$1,000 |
Coupon rate |
5% paid annually |
Term |
5 years |
Prepayment feature |
The borrower can prepay the loan at any time without penalty. |
Period |
Cash inflow (outflow) |
Accretion of discount |
Interest income |
Unamortized discount |
Ending carrying amount |
0 |
($98,000) |
— |
— |
$2,000 |
$98,000 |
1 |
5,000 |
359 |
5,359 |
1,641 |
98,359 |
2 |
5,000 |
378 |
5,378 |
1,263 |
98,737 |
3 |
5,000 |
399 |
5,399 |
864 |
99,136 |
4 |
5,000 |
421 |
5,421 |
444 |
99,556 |
5 |
$105,000 |
$444 |
$5,444 |
— |
— |
Dr. Cash |
$20,000 |
|
Cr. Loan asset balance |
$20,000 |
|
To record the prepayment made by the borrower |
Dr. Loan asset balance |
$253 |
|
Cr. Interest income |
$253 |
|
To adjust the loan balance to the present value of the remaining contractual cash flows |
Period |
Cash inflow (outflow) |
Accretion of discount |
Interest income |
Unamortized discount |
Ending carrying amount |
0 |
($98,000) |
— |
— |
$2,000 |
$98,000 |
1 |
5,000 |
359 |
5,359 |
1,641 |
98,359 |
2 |
25,0001 |
631 |
5,6312 |
1,010 |
78,990 |
3 |
4,0003 |
319 |
4,3194 |
691 |
79,309 |
4 |
4,000 |
337 |
4,337 |
355 |
79,645 |
5 |
$84,000 |
$355 |
$4,355 |
— |
— |
1 $20,000 prepayment + $5,000 interest payment
2 Interest income of $5,378 originally recognized in year 2 plus $253 adjustment.
3 New loan asset balance of $80,000 ($100,000 - $20,000 prepayment) x 5% coupon rate.
4 Product of the carrying amount of $78,990 and the original effective interest rate of 5.47%.
|
Loans grouped together shall have sufficiently similar characteristics that prepayment experience of the loans can be expected to be similar in a variety of interest rate environments. Loans that are grouped together for purposes of applying the preceding paragraph shall have sufficiently similar levels of net fees or costs so that, in the event that an individual loan is sold, recalculation of that loan's carrying amount will be practicable.
Excerpt from ASC 310-20-35-26
If the entity anticipates prepayments in applying the interest method and a difference arises between the prepayments anticipated and actual prepayments received, the entity shall recalculate the effective yield to reflect actual payments to date and anticipated future payments. The net investment in the loans shall be adjusted to the amount that would have existed had the new effective yield been applied since the acquisition of the loans. The investment in the loans shall be adjusted to the new balance with a corresponding charge or credit to interest income.
Loan principal amount |
Each loan has a principal amount of $10,000, resulting in principal of the loan pool of $10,000,000 |
Contractual payment terms |
Equal annual payments |
Aggregate origination fees paid by the borrowers on loan pool |
$300,000 |
Aggregate origination costs incurred by Bank Corp on loan pool |
$100,000 |
Coupon rate |
10% paid annually |
Term |
10 years |
Prepayment feature |
The borrower can prepay the loan at any time without penalty. When prepayments occur, the amortization schedule of the loan resets. |
Period |
Cash inflow (outflow) |
Stated Interest |
Accretion of discount |
Interest income |
Unamortized net fees |
Ending carrying amount |
0 |
($9,800,000) |
— |
— |
— |
$200,000 |
$9,800,000 |
1 |
2,227,454 |
1,000,000 |
35,141 |
1,035,141 |
164,859 |
8,607,687 |
2 |
2,049,623 |
877,255 |
31,946 |
909,201 |
132,913 |
7,467,265 |
3 |
1,880,619 |
760,018 |
28,724 |
788,742 |
104,189 |
6,375,388 |
4 |
1,719,716 |
647,958 |
25,453 |
673,411 |
78,736 |
5,329,083 |
5 |
1,566,144 |
540,782 |
22,111 |
562,893 |
56,625 |
4,325,832 |
6 |
1,419,028 |
438,246 |
18,677 |
456,923 |
37,948 |
3,363,727 |
7 |
1,277,230 |
340,168 |
15,131 |
355,299 |
22,817 |
2,441,796 |
8 |
1,138,934 |
246,461 |
11,458 |
257,919 |
11,359 |
1,560,781 |
9 |
1,000,180 |
157,214 |
7,646 |
164,860 |
3,713 |
725,461 |
10 |
802,091 |
72,917 |
3,713 |
76,630 |
— |
— |
Period |
Cash inflow (outflow) |
Stated interest |
Amortization |
Interest income |
Unamortized net fees |
Ending carrying amount |
0 |
($9,800,000) |
— |
— |
— |
$200,000 |
$9,800,000 |
1 |
2,227,454 |
1,000,000 |
35,141 |
1,035,141 |
164,859 |
8,607,687 |
2 |
2,049,623 |
877,255 |
31,946 |
909,201 |
132,913 |
7,467,265 |
3 |
2,944,644 |
760,018 |
41,9511 |
801,969 |
90,962 |
5,324,590 |
4 |
1,653,939 |
541,555 |
23,294 |
564,849 |
67,668 |
4,235,500 |
5 |
1,246,229 |
430,317 |
18,998 |
449,315 |
48,670 |
3,438,586 |
6 |
1,129,164 |
348,726 |
16,050 |
364,776 |
32,620 |
2,674,198 |
7 |
1,016,331 |
270,682 |
13,005 |
283,687 |
19,615 |
1,941,554 |
8 |
906,285 |
196,117 |
9,849 |
205,966 |
9,766 |
1,241,235 |
9 |
795,875 |
125,100 |
6,574 |
131,674 |
3,192 |
577,034 |
10 |
$638,249 |
$58,023 |
$3,192 |
$61,215 |
— |
— |
1 Amortization of $33,074 using the revised effective interest rate of 10.6083% + adjustment to the carrying amount of $8,876 relating to the difference in amortization for years 1 and 2 between the original and revised effective interest rates.
|
For each reporting period, to the extent that the amortized cost basis of an individual callable debt security exceeds the amount repayable by the issuer at the next call date, the excess (that is, the premium) shall be amortized to the next call date, unless the guidance in paragraph 310-20-35-26 is applied to consider estimated prepayments. For purposes of this guidance, the next call date is the first date when a call option at a specified price becomes exercisable. Once that date has passed, the next call date is when the next call option at a specified price becomes exercisable, if applicable. If there is no remaining premium or if there are no further call dates, the entity shall reset the effective yield using the payment terms of the debt security. Securities within the scope of this paragraph are those that have explicit, noncontingent call options that are callable at fixed prices and on preset dates at prices less than the amortized cost basis of the security. Whether a security is subject to this paragraph may change depending on the amortized cost basis of the security and the terms of the next call option.
Principal amount: |
$100,000 |
Annual coupon rate: |
15% |
Maturity: |
12/31/20X5 |
Purchase price: |
$110,000 |
Call date/period |
Call price (per thousand dollar debt security) |
1/1 – 12/31/20X1 |
N/A |
1/1 – 12/31/20X2 |
105 |
1/1 – 12/31/20X3 |
103 |
1/1 – 12/31/20X4 |
102 |
1/1 – 12/31/20X5 |
100 |
Period
|
Cash inflow / (outflow)
|
Unamortized premium
|
Interest income
|
Ending amortized cost basis
|
---|---|---|---|---|
1/1/20X1 |
$(110,000) |
$10,000 |
N/A |
$110,000 |
12/31/20X1 |
$15,000 |
$5,000 |
$10,000 |
$105,000 |
Period
|
Cash inflow / (outflow)
|
Unamortized premium
|
Interest income
|
Ending amortized cost basis
|
---|---|---|---|---|
12/31/20X2 |
$15,000 |
$3,000 |
$13,000 |
$103,000 |
Period
|
Cash inflow / (outflow)
|
Unamortized premium
|
Interest income
|
Ending amortized cost basis
|
---|---|---|---|---|
12/31/20X3 |
$15,000 |
$2,000 |
$14,000 |
$102,000 |
12/31/20X4 |
$15,000 |
0 |
$13,000 |
$100,000 |
12/31/20X5 |
$115,000 |
0 |
$15,000 |
0 |
Principal amount: |
$100,000 |
Annual coupon rate: |
15% |
Maturity: |
12/31/20X5 |
Purchase price: |
$106,000 |
Call date/period
|
Call price (per thousand dollar debt security)
|
1/1 - 12/31/20X1 |
N/A |
1/1 – 12/31/20X2 |
110 |
1/1 – 12/31/20X5 |
102 |
Period
|
Cash inflow/(outflow)
|
Unamortized premium
|
Interest income
|
Ending amortized cost basis
|
---|---|---|---|---|
1/1/20X1 |
$(106,000) |
$6,000 |
N/A |
$106,000 |
12/31/20X1 |
$15,000 |
$5,079 |
$14,079 |
$105,079 |
Period
|
Cash inflow/(outflow)
|
Unamortized premium
|
Interest income
|
Ending amortized cost basis
|
---|---|---|---|---|
12/31/20X2 |
$15,000 |
$2,000 |
$11,921 |
$102,000 |
Period
|
Cash inflow/(outflow)
|
Unamortized premium
|
Interest income
|
Ending amortized cost basis
|
---|---|---|---|---|
12/31/20X3 |
$15,000 |
$1,419 |
$14,419 |
$101,419 |
12/31/20X4 |
$15,000 |
$756 |
$14,337 |
$100,756 |
12/31/20X5 |
$115,000 |
0 |
$14,244 |
0 |
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