ASC 815-25
Fair Value Hedges
815 Derivatives and Hedging
Source downloaded: .Record version df69f1fd2da5. Effective date must be checked in the source.
ASC 815-25 supplies the incremental accounting rules for fair value hedges that qualify under the designation criteria in ASC 815-20. The core mechanic (815-25-35-1) is that the gain or loss on the hedging instrument goes to current earnings, and the change in fair value of the hedged item attributable to the hedged risk adjusts the hedged item's carrying amount and also goes to current earnings, both presented in the same income statement line item as the hedged item's earnings effect; any mismatch therefore falls automatically into earnings. The Subtopic also governs basis adjustments and their amortization, portfolio layer method hedges of closed portfolios, interaction with impairment/credit loss rules, and mandatory or voluntary discontinuation of hedge accounting.
Key points (7)
- Under 815-25-35-1, the hedging instrument's gain or loss is recognized currently in earnings (except excluded components amortized under 815-20-25-83A), and the hedged item's fair value change attributable to the hedged risk adjusts its carrying amount and is recognized currently in earnings, all in the same income statement line item as the earnings effect of the hedged item.
- Hedge accounting need not produce perfect offset; any nonoffsetting amount is recognized in earnings in the same line item as the hedged item (815-25-35-4), and for an AFS debt security the hedged item's basis adjustment goes to earnings rather than OCI (815-25-35-6).
- For portfolio layer method hedges under 815-20-25-12A, the basis adjustment is maintained on a closed-portfolio basis and does not adjust the carrying amount or amortized cost of individual assets or beneficial interests (815-25-35-1(c), 35-10, 35-11); the entity must document at each assessment date that the hedged layer(s) are still anticipated to be outstanding (815-25-35-7A).
- Basis adjustments to hedged interest-bearing financial instruments are amortized to earnings beginning no later than when the hedged item ceases to be adjusted for hedged-risk fair value changes (815-25-35-9), with partial-term and portfolio layer adjustments fully amortized by the assumed maturity date (815-25-35-9A).
- A hedged asset or liability remains subject to normal impairment/credit loss requirements, applied after the hedge accounting basis adjustment, and the hedging instrument's fair value is not considered in that assessment (815-25-35-10); the credit loss discount rate becomes the new effective rate based on the adjusted amortized cost basis (815-25-35-11).
- Hedge accounting must be discontinued prospectively if any 815-20-25 criterion is no longer met, the derivative expires or is sold, terminated or exercised, or the entity removes the designation (815-25-40-1); a change in counterparty alone is not a termination (815-25-40-1A).
- For portfolio layer method hedges, discontinuation is required when a breach is anticipated or has occurred (815-25-40-8); the basis adjustment for a voluntary or anticipated-breach dedesignation is allocated to remaining assets and amortized (815-25-40-9), while the portion associated with an actual breach is immediately recognized in interest income and disclosed (815-25-40-9A).
For students. Fair value hedging is heavily tested because it is the one place GAAP lets you remeasure a hedged item (even an amortized-cost loan or inventory) for a single risk; the classic misunderstanding is thinking ineffectiveness is separately computed and reported — post-ASU 2017-12 the entire change in the hedging instrument goes to the same line item as the hedged item, so mismatch shows up automatically. Also remember that portfolio layer basis adjustments live at the portfolio level and are ignored when testing individual assets for impairment.
Machine-generated study aid for ASC 815-25. Check the source paragraphs below.
815-25-00Status
Source downloaded: .Record version 0f4d3df87211. Effective date must be checked in the source.
815-25-05Overview and Background
Source downloaded: .Record version a4fcdaea3273. Effective date must be checked in the source.
815-25-15Scope and Scope Exceptions
Source downloaded: .Record version 3c54b75bf748. Effective date must be checked in the source.
Overall Guidance
815-25-25Recognition
Source downloaded: .Record version 343c2b18b553. Effective date must be checked in the source.
815-25-30Initial Measurement
Source downloaded: .Record version 15d4f43dbed4. Effective date must be checked in the source.
815-25-35Subsequent Measurement
Source downloaded: .Record version fa4621fc4ebe. Effective date must be checked in the source.
Changes in Fair Value in General
- aThe gain or loss on the hedging instrument shall be recognized currently in earnings, except for amounts excluded from the assessment of effectiveness that are recognized in earnings through an amortization approach in accordance with paragraph 815-20-25-83A. All amounts recognized in earnings shall be presented in the same income statement line item as the earnings effect of the hedged item.
- bThe gain or loss (that is, the change in fair value) on the hedged item attributable to the hedged risk shall adjust the carrying amount of the hedged item and be recognized currently in earnings except as described in (c).
- cFor one or more existing hedged layer or layers that are designated under the portfolio layer method in accordance with paragraph 815-20-25-12A, the gain or loss (that is, the change in fair value) on the hedged item attributable to the hedged risk shall not adjust the carrying value of the individual beneficial interest or individual assets in or removed from the closed portfolio. Instead, that amount shall be maintained on a closed portfolio basis and recognized currently in earnings.
Existing Portfolio Layer Method Hedges
Changes in Fair Value of Hedged Item
Entities That Do Not Report Earnings
815-25-40Derecognition
Source downloaded: .Record version acd1ac31c205. Effective date must be checked in the source.
Discontinuing Hedge Accounting
- aAny criterion in Section 815-20-25 is no longer met.
- bThe derivative instrument expires or is sold, terminated, or exercised.
- cThe entity removes the designation of the fair value hedge.
- aDerecognize any asset or liability previously recognized pursuant to paragraph 815-25-35-1(b) (because of an adjustment to the carrying amount for the firm commitment)
- bRecognize a corresponding loss or gain currently in earnings.
- aIf the entity cannot support on a subsequent testing date that the hedged layer or layers are anticipated to be outstanding for the designated hedge period in accordance with paragraph 815-25-35-7A(that is, a breach is anticipated), it shall discontinue (or partially discontinue) hedge accounting for one or more hedging relationships for the portion of the hedged item that is no longer anticipated to be outstanding for the designated hedge period
- bIf on a subsequent testing date the outstanding amount of the closed portfolio of financial assets or one or more beneficial interests is less than the hedged layer or layers (that is, a breach has occurred), the entity shall discontinue (or partially discontinue) hedge accounting for one or more hedging relationships for the portion of the hedged item that is no longer outstanding.
- aDetermine the portion of the basis adjustment associated with the amount of the hedged layer that exceeds the closed portfolio (that is, the portion of the basis adjustment associated with the breach) using a systematic and rational method and immediately recognize that amount in interest income in accordance with paragraph 815-20-45-1CC
- bDisclose the information specified in paragraph 815-10-50-5C for the breach.
815-25-50Disclosure
Source downloaded: .Record version a67dd1bd5446. Effective date must be checked in the source.
- a
- b
815-25-55Implementation Guidance and Illustrations
Source downloaded: .Record version 08b14f80fa81. Effective date must be checked in the source.
Implementation Guidance
- aPerforming the similar-asset assessment upon initial designation of a portfolio layer method hedge
- bEvaluating whether the entity may continue to apply the guidance for a portfolio layer method hedge after initial designation.
Illustrations
- aThe fair value of the forward contract attributable to the change in the spot price of rubber
- bThe market price of steel-belted radials multiplied by the number of tires in inventory.
- aThe terms of the hedging derivative have been negotiated such that the hedging relationship is perfectly effective (Case A).
- bThe hedging relationship is not perfectly effective (Case B).
- aEntity ABC decides to hedge the risk of changes during the period in the overall fair value of its entire inventory of Commodity A by entering into a derivative instrument, Derivative Z.
- bOn the first day of Period 1, Entity ABC enters into Derivative Z and neither receives nor pays a premium (that is, the fair value at inception is zero).
- cEntity ABC designates the derivative instrument as a hedge of the changes in fair value of the inventory due to changes in the price of Commodity A during Period 1.
- dThe hedging relationship qualifies for fair value hedge accounting. Entity ABC will assess effectiveness on a quantitative basis both initially and subsequently by comparing the entire change in fair value of Derivative Z with the change in the market price of the hedged commodity inventory.
- aThe notional amount of Derivative Z matches the amount of the hedged inventory (that is, Derivative Z is based on the same number of bushels as the number of bushels of the commodity that Entity ABC designated as hedged).
- bThe underlying of Derivative Z is the price of the same variety and grade of Commodity A as the inventory at the same location.
Debit (Credit) Cash Derivative Inventory Earnings (a) Period 1 Recognize change in fair value of derivative " $25,000 " " $(25,000)" Recognize change in fair value of inventory " $(25,000)" " 25,000 " Recognize revenue from sale " $1,075,000 " " (1,075,000)" Recognize cost of sale of inventory " (975,000)" " 975,000 " Recognize settlement of derivative " 25,000 " " (25,000)" Total " $1,100,000 " $- " $(1,000,000)" " $(100,000)" (a) "For presentation purposes, the change in the fair value of the hedging instrument is in the same income statement line item as the hedged item."
Debit (Credit) Cash Derivative Inventory Earnings (a) Period 1 Recognize change in fair value of derivative " $22,500 " " $(22,500)" Recognize change in fair value of inventory " $(25,000)" " 25,000 " Recognize revenue from sale " $1,075,000 " " (1,075,000)" Recognize cost of sale of inventory " (975,000)" " 975,000 " Recognize settlement of derivative " 22,500 " " (22,500)" Total " $1,097,500 " $- " $(1,000,000)" " $(97,500)" (a) "For presentation purposes, the change in the fair value of the hedging instrument is in the same income statement line item as the hedged item."
- aDetermine the difference between the fixed rate to be received on the interest rate swap and the fixed rate to be paid on the bonds.
- bCombine that difference with the variable rate to be paid on the interest rate swap.
- cCompute and recognize interest expense using that combined rate and the fixed-rate liability's principal amount. (Amortization of any purchase premium or discount on the liability also must be considered, although that complication is not incorporated in this Example.)
- dDetermine the fair value of the interest rate swap.
- eAdjust the carrying amount of the interest rate swap to its fair value and adjust the carrying amount of the liability by an offsetting amount.
Interest Rate Swap Fixed-Rate Debt Trade date and borrowing date (a) "July 1, 20X1" "July 1, 20X1" Termination date and maturity date "June 30, 20X3" "June 30, 20X3" Notional amount and principal amount "$1,000,000" "$1,000,000" Fixed interest rate (a) 6.41% 6.41% Variable interest rate 3-month USD LIBOR Not applicable "Settlement dates and interest payment dates (a)" End of each calendar quarter End of each calendar quarter Reset dates "End of each calendar quarter through March 31, 20X3" Not applicable (a) These terms need not match for the assumption of perfect effectiveness to be appropriate. (See paragraphs 815-20-25-102 through 25-110.)
Reset Date 3-Month LIBOR Rate 7/1/X1 6.41% 9/30/X1 6.48% 12/31/X1 6.41% 3/31/X2 6.32% 6/30/X2 7.60% 9/30/X2 7.71% 12/31/X2 7.82% 3/31/X3 7.42%
Fixed-Rate Debt Interest Rate Swap Expense Net Payment "July 1, 20X1" " $(1,000,000)" $- Interest accrued " (16,025)" - " $(16,025)" Payments (receipts) " 16,025 " - " $16,025 " Effect of change in rates " 1,149 " " (1,149)" - "September 30, 20X1" " (998,851)" " (1,149)" " $(16,025)" " $16,025 " Interest accrued " (16,025)" (19) " $(16,044)" Payments (receipts) " 16,025 " 175 " $16,200 " Amortization of basis adjustments (156) - (156) Effect of change in rates (993) 993 - "December 31, 20X1" " (1,000,000)" - " $(16,200)" " $16,200 " Interest accrued " (16,025)" - " $(16,025)" Payments (receipts) " 16,025 " - " $16,025 " Amortization of basis adjustments - - - Effect of change in rates " (1,074)" " 1,074 " - "March 31, 20X2" " (1,001,074)" " 1,074 " " $(16,025)" " $16,025 " Interest accrued " (16,025)" 17 " $(16,008)" Payments (receipts) " 16,025 " (225) " $15,800 " Amortization of basis adjustments 208 - 208 Effect of change in rates " 12,221 " " (12,221)" - "June 30, 20X2" " (988,645)" " (11,355)" " $(15,800)" " $15,800 " Interest accrued " (16,025)" (216) " $(16,241)" Payments (receipts) " 16,025 " " 2,975 " " $19,000 " Amortization of basis adjustments " (2,759)" - " (2,759)" Effect of change in rates 789 (789) - "September 30, 20X2" " (990,615)" " (9,385)" " $(19,000)" " $19,000 " Interest accrued " (16,025)" (181) " $(16,206)" Payments (receipts) " 16,025 " " 3,250 " " $19,275 " Amortization of basis adjustments " (3,069)" - " (3,069)" Effect of change in rates 532 (532) - "December 31, 20X2" " (993,152)" " (6,848)" " $(19,275)" " $19,275 " Interest accrued " (16,025)" (134) " $(16,159)" Payments (receipts) " 16,025 " " 3,525 " " $19,550 " Amortization of basis adjustments " (3,391)" - " (3,391)" Effect of change in rates (978) 978 - "March 31, 20X3" " (997,521)" " (2,479)" " $(19,550)" " $19,550 " Interest accrued " (16,025)" (46) " $(16,071)" Payments (receipts) " 1,016,025 " " 2,525 " " $1,018,550 " Amortization of basis adjustments " (2,479)" - " (2,479)" "June 30, 20X3" $- $- " $(18,550)" " $1,018,550 "
- aIn every quarter, the effect of changes in rates on the interest rate swap completely offsets the effect of changes in rates on the debt. That is as expected because the hedge is perfectly effective.
- bIn every quarter except the last when the principal is repaid, the expense equals the cash payment.
(a) (b) (c) (d) (e) Quarter Ended Difference between Fixed Rates Variable Rate on Swap "Sum (a) + (b)" Debt's Principal Amount "Interest Expense ([c] × [d]) ÷ 4" "September 30, 20X1" 0.00% 6.41% 6.41% " $1,000,000 " " $16,025 " "December 31, 20X1" 0.00% 6.48% 6.48% " 1,000,000 " " 16,200 " "March 31, 20X2" 0.00% 6.41% 6.41% " 1,000,000 " " 16,025 " "June 30, 20X2" 0.00% 6.32% 6.32% " 1,000,000 " " 15,800 " "September 30, 20X2" 0.00% 7.60% 7.60% " 1,000,000 " " 19,000 " "December 31, 20X2" 0.00% 7.71% 7.71% " 1,000,000 " " 19,275 " "March 31, 20X3" 0.00% 7.82% 7.82% " 1,000,000 " " 19,550 " "June 30, 20X3" 0.00% 7.42% 7.42% " 1,000,000 " " 18,550 "
- a
- b
- aUsing the full contractual coupon cash flows (Case A)
- bUsing the LIBOR benchmark rate component of the contractual coupon cash flows (Case B).
- aThe discount rate equal to the market interest rate for that hedged item at the inception of the hedge adjusted (up or down) for changes in the benchmark rate (designated as the interest rate risk being hedged) from the inception of the hedge to the beginning date of the period for which the change in fair value is being calculated
- bThe discount rate equal to the market interest rate for that hedged item at the inception of the hedge adjusted (up or down) for changes in the designated benchmark rate from the inception of the hedge to the ending date of the period for which the change in fair value is being calculated.
"December 31, 20X0" Calculate the present value using the beginning-of-period discount rate of 10 percent: "$10,000pmt, 10%i, 4n, PV =" " $31,699 " (interest payments) "$100,000fv, 10%i, 4n, PV =" " $68,301 " (principal payment) Total present value " $100,000 "
"$10,000pmt, 10.50%i, 4n, PV =" " $31,359 " (interest payments) "$100,000fv, 10.50%i, 4n, PV =" " $67,073 " (principal payment) Total present value " $98,432 "
- aThe benchmark rate (designated as the interest rate risk being hedged) as of the beginning date of the period for which the change in fair value is being calculated
- bThe designated benchmark rate as of the ending date of the period for which the change in fair value is being calculated.
Inputs Inception End of Y1 "December 31, 20X0" Principal " $100,000 " Calculate the present value using the beginning-of-period benchmark interest rate: Interest payment " $10,000 " "$7,000pmt, 7%i, 4n, PV =" " $23,710 " (benchmark component of coupon payments) Benchmark portion " $7,000 " "$100,000fv, 7%i, 4n, PV =" " 76,290 " (principal payment) LIBOR 7.00% 7.50% Total present value " 100,000 " Fixed Coupon 10.00% Fixed swap rate 7.00% Calculate the present value using the end-of-period benchmark interest rate: Remaining term 5 4 "$7,000pmt, 7.50%i, 4n, PV =" " 23,445 " (benchmark component of coupon payments) "$100,000fv, 7.50%i, 4n, PV =" " 74,880 " (principal payment) Swap Valuation Total present value " 98,325 " Swap receives fixed " $7,000 " " $7,000 " Change in value " $1,675 " Swap net CF #REF! #REF! Swap FV - #REF!
- aEUR 240,000 is approximately equal to CHF 270,000 at the May 1, 20X1, forward exchange rate in effect on February 3, 20X7.
- bSettlement of the forward contract and the firm commitment will occur on the same date.
- cIn recent years, changes in the value in USD of EUR over three-month periods have been highly correlated with changes in the value in USD of CHF over those same periods.
Date USD-EUR Forward Exchange Rate for Settlement on 5/1/X7 USD-CHF Forward Exchange Rate for Settlement on 5/1/X7 Inception of the hedge—2/3/X7 USD 0.6125 = EUR 1 USD 0.5454 = CHF 1 Quarter end—3/31/X7 USD 0.5983 = EUR 1 USD 0.5317 = CHF 1 Machine purchase—5/1/X7 USD 0.5777 = EUR 1 USD 0.5137 = CHF 1
2/3/X7 3/31/X7 5/1/X7 Forward contract "USD-EUR forward exchange rate for settlement on May 1, 20X7" USD 0.61 USD 0.60 USD 0.58 Units of currency (EUR) " × 240,000 " " × 240,000 " " × 240,000 " "Forward price of EUR 240,000 in USD" " 147,000 " " 143,592 " " 138,648 " Contract price in USD " (147,000)" " (147,000)" " (147,000)" Difference USD - USD " (3,408.00)" USD " (8,352.00)" Fair value (present value of the difference) USD - USD " (3,391.00)" USD " (8,352.00)" Change in fair value during the period USD " (3,391.00)" USD " (4,961.00)" Firm commitment "USD-CHF forward exchange rate for settlement on May 1, 20X7" USD 0.55 USD 0.53 USD 0.51 Units of currency (CHF) "× 270,000" "× 270,000" "× 270,000" "Forward price of CHF 270,000 in USD" " (147,258)" " (143,559)" " (138,699)" Initial forward price in USD " 147,258 " " 147,258 " " 147,258 " Difference USD - USD " 3,699.00 " USD " 8,559.00 " Fair value (present value of the difference) USD - USD " 3,681.00 " USD " 8,559.00 " Change in fair value during the period USD " 3,681.00 " USD " 4,878.00 " Difference between changes in fair values of the forward contract denominated in EUR and the firm commitment denominated in CHF USD 290.00 USD (83.00)
Debit (Credit) Cash Firm Commitment Forward Contract Machine Earnings "March 31, 20X7" Recognize change in fair value of firm commitment USD " 3,681 " USD " (3,681)" Recognize change in fair value of forward contract USD " (3,391)" " 3,391 " (290) "April 30, 20X7" Recognize change in fair value of firm commitment " 4,878 " " (4,878)" Recognize change in fair value of forward contract " (4,961)" " 4,961 " 83 "May 1, 20X7" Recognize settlement of forward contract USD " (8,352)" " 8,352 " Recognize purchase of machine " (138,699)" " (8,559)" USD " 147,258 " Total USD " (147,051)" USD - USD - USD " 147,258 " USD (207)
- aPV01 debt = 4.14
- bPV01 interest rate swap = 4.06
- cHedge ratio = PV01 debt / PV01 interest rate swap = 4.14/4.06 = 1.0197
- dInterest rate swap notional = 1.0197 x $100 million = $101,970,000.
- eFor simplicity, commissions and most other transaction costs, initial margin, and income taxes are ignored unless otherwise stated. Assume that there are no changes in creditworthiness that would alter the effectiveness of the hedging relationship.
Period Principal Balance Coupon Rate Cash Flow - Interest Cash Flow - Principal Present Value 0.5 " $100,000,000 " 0.08 " 2,000,000 " - " 1,956,464 " 1.5 " $100,000,000 " 0.08 " 4,000,000 " - " 3,744,429 " 2.5 " $100,000,000 " 0.08 " 4,000,000 " - " 3,583,185 " 3.5 " $100,000,000 " 0.08 " 4,000,000 " - " 3,428,885 " 4.5 " $100,000,000 " 0.08 " 4,000,000 " - " 3,281,230 " 5.5 " $100,000,000 " 0.08 " 4,000,000 " - " 3,139,933 " 6.5 " $100,000,000 " 0.08 " 4,000,000 " - " 3,004,721 " 7.5 " $100,000,000 " 0.08 " 4,000,000 " - " 2,875,331 " 8.5 " $100,000,000 " 0.08 " 4,000,000 " - " 2,751,513 " 9.5 " $100,000,000 " 0.08 " 4,000,000 " " 100,000,000 " " 68,458,689 " Present value " 96,224,380 "
Debit Credit Debt " $3,775,620 " Interest expense " $3,775,620 " Interest expense " 4,016,000 " Swap liability " 4,016,000 "
- aUsing the full contractual coupon cash flows (Case A)
- bUsing the benchmark rate component of the contractual coupon cash flows (Case B).
- a
- bThere has been an adverse change to Entity B's creditworthiness.
- cThe LIBOR swap rate (the designated benchmark interest rate) has decreased from 6 percent to 5.5 percent.
- aComparing the amortized cost basis of the loan after the effect of the fair value hedge, or $1,016,022, to the $944,901 present value of expected future cash flows discounted using the rate that reflects the rate of return implicit in the loan after adjusting the amortized cost basis of the hedged loan pursuant to paragraph 815-25-35-1(b) (that is, 9.5 percent)
- bRecording an allowance for credit losses (with the offsetting entry charged to expense) for the difference of $71,121 ($1,016,022 - $944,901).
Net Present Value at End of Year 1 Assumed Cash Flow in Year Rate 2 3 4 5 A. Original cash flows and original effective rate 10.0% " $1,000,000 " " $100,000 " " $100,000 " " $100,000 " " $1,100,000 " B. Original cash flows and new implicit rate 9.5% " $1,016,022 " " $100,000 " " $100,000 " " $100,000 " " $1,100,000 " C. Expected future cash flows and original effective rate 10.0% " $930,000 " " $93,000 " " $93,000 " " $93,000 " " $1,023,000 " D. Expected future cash flows and new implicit rate 9.5% " $944,901 " " $93,000 " " $93,000 " " $93,000 " " $1,023,000 "
Example 14: Interaction with Loan Impairment using Benchmark Cash Flow Approach INPUTS At inception One year later PRINCIPAL & NOTIONAL " $1,000,000 " MARKET RATE 10% 9.2% LIBOR SWAP RATE 6% 50bp decrease CREDIT SPREAD 4% 30bp decrease At the beginning of the loan's term "$60,000pmt, 6%i, 5n, 1,000,000fv, PV =" " $1,000,000 " At the end of the first year of the loan's term "$60,000pmt, 5.5%i, 4n, 1,000,000fv, PV =" " 1,017,526 " " $100,000,000 " Change in value " $(17,526)" New CV of Loan Remaining cash flows at end of Year 1 2 3 4 5 New EIR at end of Year 1 = 9.454% "($1,017,526)" "$100,000 " "$100,000 " "$100,000 " "$1,100,000 " Net Present Value at End of Year 1 Assumed Cash Flow in Year Rate 2 3 4 5 A. Original cash flows and original effective rate 10.00% "$1,000,000 " "$100,000 " "$100,000 " "$100,000 " "$1,100,000 " B. Original cash flows and new Implicit rate 9.45% "$1,017,526 " "$100,000 " "$100,000 " "$100,000 " "$1,100,000 " C. Expected future cash flows and original effective rate 10.00% "$930,000 " "$93,000 " "$93,000 " "$93,000 " "$1,023,000 " D. Expected future cash flows and new implicit rate 9.45% "$946,299 " "$93,000 " "$93,000 " "$93,000 " "$1,023,000 " Impairment Valuation Allowance "$71,226.80 "
- aComparing the amortized cost basis of the loan after the effect of the fair value hedge, or $1,017,526, to the $946,299 present value of expected future cash flows discounted using the rate that reflects the rate of return implicit in the loan after adjusting the amortized cost basis of the hedged loan in accordance with paragraph 815-25-35-1(b) (that is, 9.45 percent that equates the adjusted amortized costs basis of the loan with the present value of the contractual cash flows of the loan)
- bRecognizing an allowance for credit losses (with the offsetting entry charged to expense) for the difference of $71,227 ($1,017,526 - $946,299).
Example 14: Interaction with Loan Impairment using Benchmark Cash Flow Approach INPUTS One year later PRINCIPAL & NOTIONAL MARKET RATE 9.2% LIBOR SWAP RATE 50bp decrease CREDIT SPREAD 30bp decrease At the beginning of the loan's term "$60,000pmt, 6%i, 5n, 1,000,000fv, PV=" #REF! At the end of the first year of the loan's term "$60,000pmt, 5.5%i, 4n, 1,000,000fv, PV=" "$1,017,526 " " $100,000,000 " Change in value #REF! New CV of Loan Remaining cash flows at end of Year 1 2 3 4 5 New EIR at end of Year 1 = 9.454% "($1,017,526)" "$100,000 " "$100,000 " "$100,000 " "$1,100,000 " Net Present Value at End of Year 1 Assumed Cash Flow in Year Rate 2 3 4 5 A. Original cash flows and original effective rate 10.00% "$1,000,000 " "$100,000 " "$100,000 " "$100,000 " "$1,100,000 " B. Original cash flows and new Implicit rate 9.45% "$1,017,526 " "$100,000 " "$100,000 " "$100,000 " "$1,100,000 " C. Expected future cash flows and original effective rate 10.00% "$930,000 " "$93,000 " "$93,000 " "$93,000 " "$1,023,000 " D. "Expected future cash flows and new implicit rate impairment impairment " 9.45% "$946,299 " "$93,000 " "$93,000 " "$93,000 " "$1,023,000 " Valuation Allowance "$71,226.80 "
Example 15: Fair Value Hedge of Fixed-Rate Debt using Partial Term & Benchmark Cash Flows Inputs 1/1/20X1 Principal Amount of Bond and Swap Notional " $100,000,000 " Fixed Coupon Rate on Bond 3.00% Fixed Rate on Swap 2.00% LIBOR Rate 2.00% Remaining Payment Periods on Bond 10 Remaining Payment Periods on Swap 4 Change in the Fair Value of the Swap Date Discount Swap Swap Swap Swap Rate Payment (LIBOR) Net Payment FV FV Changes 1/1/20X1 1.00% " 1,000,000 " - 6/30/20X1 Change in Value of 5 Year Bond "January 1, 20X1—beginning balance" "$1,000,000pmt, 1.00%i, 4n, 100,000,000fv, PV =" " $100,000,000 " "June 30, 20X1—ending balance" "$1,000,000pmt, 1.25%i, 3n, 100,000,000fv, PV =" " 99,268,367 " Change in value " $731,633 "
- aUsing the full contractual coupon cash flows (Case A)
- bUsing the benchmark rate component of the contractual coupon cash flows (Case B).
"July 2, 20X0—beginning balance" Principal " $100,000,000 " "$4,000,000pmt, 4.0%i, 10n, 100,000,000fv, PV =" " $100,000,000 " Interest payment " $8,000,000 " "December 31, 20X0—ending balance" "$4,000,000pmt, 4.5%i, 9n, 100,000,000fv, PV =" " 96,365,605 " Change in value " $3,634,395 " LIBOR 6.00% 7.00% Fixed Coupon 8.00% Fixed swap rate 8.00% Credit Spread 2.00% 2.00% Discount rate 8.00% 9.00% Swap Valuation t = 0 1 Pay Libor +200 " $(4,000,000)" " $(4,500,000)" Receive 8% " 4,000,000 " " 4,000,000 " Net Payment - " (500,000)" FV - " 3,803,843 " Change in FV " 3,803,843 "
Debt " $3,634,395 " Interest expense " $3,634,395 " Interest expense " 3,803,843 " Swap liability " 3,803,843 "
Fair value of the debt - Case B Inputs Principal " $100,000,000 " "July 2, 20X0—beginning balance" Interest payment " $8,000,000 " "$3,000,000pmt, 3.0%i, 10n, 100,000,000fv, PV =" " $100,000,000 " Benchmark portion " $6,000,000 " "December 31, 20X0—ending balance" "$3,000,000pmt, 3.5%i, 9n, 100,000,000fv, PV =" " 96,196,157 " at inception 6 months later LIBOR 6.00% 7.00% Change in value " $3,803,843 " Fixed Coupon 8.00% Fixed swap rate 8.00% Credit Spread? 2.00% Swap Valuation t = 0 1 Pay Libor +200 " $(4,000,000)" " $(4,500,000)" Receive 8% " 4,000,000 " " 4,000,000 " Net Payment - " (500,000)" FV - " 3,803,843 " Change in FV " 3,803,843 "
Fair value of the debt Inputs Principal " $100,000,000 " "July 2, 20X0 — beginning balance" " $100,000,000 " Interest payment " $8,000,000 " "December 31, 20X0 — ending balance" Benchmark portion " $6,000,000 " "$3,000,000pmt, 3.5%i, 9n, 100,000,000fv, PV =" " 96,196,157 " at inception 6 months later Change in value " $3,803,843 " LIBOR 6.00% 7.00% Fixed Coupon 8.00% Fixed swap rate 8.00% Credit Spread? 2.00% Debt " $3,803,843 " Interest expense " $3,803,843 " Interest expense " 3,803,843 " Swap Valuation Swap liability " 3,803,843 " t = 0 1 Pay Libor +200 " $(4,000,000)" " $(4,500,000)" Receive 8% " 4,000,000 " " 4,000,000 " Net Payment - " (500,000)" FV - " 3,803,843 " Change in FV " 3,803,843 "
Related subtopics
- 815-30 Cash Flow HedgesDerivatives and Hedging
- 815-35 Net Investment HedgesDerivatives and Hedging
- 815-20 Hedging—GeneralDerivatives and Hedging
- 480-10 OverallDistinguishing Liabilities from Equity
- 815-40 Contracts in Entity's Own EquityDerivatives and Hedging
- 815-45 Weather DerivativesDerivatives and Hedging