SUPPLEMENTARY INFORMATION:

Under the Direct Loan Program, borrowers may choose to repay their non-defaulted Direct Subsidized Loans, Direct Unsubsidized Loans, Direct PLUS Loans made to graduate or professional students, and Direct Consolidation Loans under the ICR plan. The ICR plan bases the borrower's monthly payment amount on the borrower's Adjusted Gross Income (AGI), family size, loan amount, and the interest rate applicable to each of the borrower's loans.

ICR is one of several “income-driven” repayment plans that provide a monthly payment amount based on the borrower's income and family size. The other income-driven repayment plans are the Income-Based Repayment (IBR) plan, the Pay As You Earn Repayment (PAYE) plan, and the Revised Pay As You Earn Repayment (REPAYE) plan. The IBR, PAYE, and REPAYE plans generally result in lower payment amounts than the ICR plan.

A Direct Loan borrower who repays under the ICR plan pays the lesser of: (1) the monthly amount that would be required over a 12-year repayment period with fixed payments, multiplied by an income percentage factor; or (2) 20 percent of their discretionary income.

We adjust the income percentage factors annually to reflect changes in inflation and announce the adjusted factors in the Federal Register , as required by 34 CFR 685.209(b)(1)(ii)(A). We use the adjusted income percentage factors to calculate a borrower's monthly ICR payment amount when the borrower initially applies for the ICR plan or when the borrower submits annual income documentation, as required under the ICR plan. This notice contains the adjusted income percentage factors for 2022, examples of how the monthly ICR payment amount is calculated, and charts showing sample repayment amounts based on the adjusted ICR plan formula. This information is included in the following three attachments:

Attachment 1—Income Percentage Factors for 2022

Attachment 2—Examples of the Calculations of Monthly Repayment Amounts

Attachment 3—Charts Showing Sample Repayment Amounts for Single and Married Borrowers

In Attachment 1, to reflect changes in inflation, we updated the income percentage factors that were published in the Federal Register on April 14, 2021 (86 FR 19607). Specifically, we have revised the table of income percentage factors by changing the dollar amounts of the incomes shown by a percentage equal to the estimated percentage change between the not-seasonally-adjusted Consumer Price Index for all urban consumers for December 2021 and December 2022.

The income percentage factors reflected in Attachment 1 may cause a borrower's payments to be lower than they were in prior years, even if the borrower's income is the same as in the prior year. The revised repayment amount more accurately reflects the impact of inflation on the borrower's current ability to repay.

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Program Authority:20 U.S.C. 1087 et seq.

Attachment 1—Income Percentage Factors for 2022

Attachment 2—Examples of the Calculations of Monthly Repayment Amounts

General notes about the examples in this attachment:

• We have a calculator that borrowers can use to estimate what their payment amounts would be under the ICR plan. The calculator is called the “Loan Simulator” and is available atstudentaid.gov/loan-simulator. Based on information entered into the calculator by the borrower (for example, income, family size, and tax filing status), this calculator provides a detailed, individualized assessment of a borrower's loans and repayment plan options, including the ICR plan.
• The interest rates used in the examples are for illustration only. The actual interest rates on an individual borrower's Direct Loans depend on the loan type and when the loan was first disbursed.
• The Poverty Guideline amounts used in the examples are from the 2022 U.S. Department of Health and Human Services (HHS) Poverty Guidelines for the 48 contiguous States and the District of Columbia. Different Poverty Guidelines apply to residents of Alaska and Hawaii. The Poverty Guidelines for 2022 were published in theFederal Register on January 21, 2022 (87 FR 3315).
• All of the examples use an income percentage factor corresponding to an adjusted gross income (AGI) in the table in Attachment 1. If an AGI is not listed in the income percentage factors table in Attachment 1, the applicable income percentage can be calculated by following the instructions under the “Interpolation” heading later in this attachment.
• Married borrowers may repay their Direct Loans jointly under the ICR plan. If a married couple elects this option, we determine a joint ICR payment amount based on the combined outstanding balances of each borrower's Direct Loans and the combined AGIs of both borrowers. We then prorate the joint payment amount for each borrower based on the proportion of that borrower's debt to the total outstanding balance. We bill each borrower separately.
• For example, if a married couple, John and Briana, has a total outstanding Direct Loan debt of $60,000, of which $40,000 belongs to John and $20,000 to Briana, we would apportion 67 percent of the monthly ICR payment to John and the remaining 33 percent to Briana. To take advantage of a joint ICR payment, married couples need not file taxes jointly; they may file separately and subsequently provide the other spouse's tax information to the borrower's Federal loan servicer.

Calculating the Monthly Payment Amount Using a Standard Amortization and a 12-Year Repayment Period

The formula to amortize a loan with a standard schedule (in which each payment is the same over the course of the repayment period) is as follows:

M = P × < (I ÷ 12) ÷ [1 − {1 + (I ÷ 12)} ^ −N] >

In the formula—

• M is the monthly payment amount;
• P is the outstanding principal balance of the loan at the time the loan entered repayment;
• I is the annual interest rate on the loan, expressed as a decimal (for example, for a loan with an interest rate of 6 percent, 0.06); and
• N is the total number of months in the repayment period (for example, for a loan with a 12-year repayment period, 144 months).

For example, assume that Billy has a $10,000 Direct Unsubsidized Loan with an interest rate of 6 percent.

Step 1: To solve for M, first simplify the numerator of the fraction by which we multiply P, the outstanding principal balance. To do this divide I (the interest rate expressed as a decimal) by 12. In this example, Billy's interest rate is 6 percent. As a decimal, 6 percent is 0.06.

• 0.06 ÷ 12 = 0.005

Step 2: Next, simplify the denominator of the fraction by which we multiply P. To do this divide I (the interest rate expressed as a decimal) by 12. Then, add one. Next, raise the sum of the two figures to the negative power that corresponds to the length of the repayment period in months. In this example, because we are amortizing a loan to calculate the monthly payment amount under the ICR plan, the applicable figure is 12 years, which is 144 months. Finally, subtract the result from one.

• 0.06 ÷ 12 = 0.005
• 1 + 0.005 = 1.005
• 1.005 ^ −144 = 0.48762628
• 1−0.48762628 = 0.51237372

Step 3: Next, resolve the fraction by dividing the result from Step 1 by the result from Step 2.

• 0.005 ÷ 0.51237372 = 0.0097585

Step 4: Finally, solve for M, the monthly payment amount, by multiplying the outstanding principal balance of the loan by the result of Step 3.

• $10,000 × 0.0097585 = $97.59

The remainder of the examples in this attachment will only show the results of the formula. In each of the examples, the Direct Loan amounts represent the outstanding principal balance at the time the loans entered repayment.

Example 1. Kesha is single with no dependents and has $15,000 in Direct Subsidized and Unsubsidized Loans. The interest rate on Kesha's loans is 6 percent, and she has an AGI of $33,072.

Step 1: Determine the total monthly payment amount based on what Kesha would pay over 12 years using standard amortization. To do this, use the formula that precedes Example 1. In this example, the monthly payment amount would be $146.38.

Step 2: Multiply the result of Step 1 by the income percentage factor shown in the income percentage factors table (see Attachment 1 to this notice) that corresponds to Kesha's AGI. In this example, an AGI of $33,072 corresponds to an income percentage factor of 71.89 percent.

• 0.7189 × $146.38 = $105.23

Step 3: Now, determine the monthly payment amount equal to 20 percent of Kesha's discretionary income (discretionary income is AGI minus the HHS Poverty Guideline amount for a borrower's family size and State of residence). To do this, subtract the HHS ( print page 50617) Poverty Guideline amount for a family of one from Kesha's AGI, multiply the result by 20 percent, and then divide by 12:

• $33,071 − $13,590 = $19,481
• $19,481 × 0.20 = $3,896.20
• $3,896.20 ÷ 12 = $324.68

Step 4: Compare the amount from Step 2 with the amount from Step 3. In this example, Kesha would pay the amount calculated under Step 2 ($105.23), since this is the lesser of the two payment amounts.

Note: In this example, Kesha would have a lower payment under the ICR plan than under the other income-driven repayment plans. Specifically, Kesha's monthly payment would be $105.73 under the PAYE and REPAYE plans, and $158.59 under the IBR plan.

Example 2. Paul is married to Jesse and they have no dependents. They file their Federal income tax return jointly. Paul has a Direct Loan balance of $10,000, and Jesse has a Direct Loan balance of $15,000. Each of their Direct Loans has an interest rate of 6 percent.

Paul and Jesse have a combined AGI of $93,405 and are repaying their loans jointly under the ICR plan (for general information regarding joint ICR payments for married couples, see the fifth and sixth bullets under the heading “General notes about the examples in this attachment”).

Step 1: Add Paul's and Jesse's Direct Loan balances to determine their combined aggregate loan balance:

• $10,000 + $15,000 = $25,000

Step 2: Determine the combined monthly payment amount for Paul and Jesse based on what both borrowers would pay over 12 years using standard amortization. To do this, use the formula that precedes Example 1. In this example, their combined monthly payment amount would be $243.96.

Step 3: Multiply the result of Step 2 by the income percentage factor shown in the income percentage factors table (see Attachment 1 to this notice) that corresponds to Paul and Jesse's combined AGI. In this example, the combined AGI of $93,405 corresponds to an income percentage factor of 109.40 percent.

• 1.094 × $243.96 = $266.90

Step 4: Now, determine the monthly payment amount equal to 20 percent of Paul and Jesse's combined discretionary income (discretionary income is AGI minus the HHS Poverty Guideline amount for a borrower's family size and State of residence). To do this, subtract the Poverty Guideline amount for a family of two from the combined AGI, multiply the result by 20 percent, and then divide by 12:

• $93,405—$18,310 = $75,095
• $75,095 × 0.20 = $15,019
• $15,019 ÷ 12 = $1,251.58

Step 5: Compare the amount from Step 3 with the amount from Step 4. Paul and Jesse would jointly pay the amount calculated under Step 3 ($266.90), since this is the lesser of the two amounts.

Note: For Paul and Jesse, the ICR plan provides the lowest monthly payment of any income-driven repayment plan available. Paul and Jesse would not be eligible for the IBR or PAYE plans, and they would have a combined monthly payment under the REPAYE plan of $549.50.

Step 6: Because Paul and Jesse are jointly repaying their Direct Loans under the ICR plan, the monthly payment amount calculated under Step 5 applies to Paul's and Jesse's combined loans. To determine the amount for which each borrower will be responsible, prorate the amount calculated under Step 4 by each spouse's share of the combined Direct Loan debt. Paul has a Direct Loan debt of $10,000 and Jesse has a Direct Loan debt of $15,000. For Paul, the monthly payment amount will be:

• $10,000 ÷ ($10,000 + $15,000) = 40 percent
• 0.40 × $266.90 = $106.76

For Jesse, the monthly payment amount will be:

• $15,000 ÷ ($10,000 + $15,000) = 60 percent
• 0.60 × $266.90 = $160.14

Example 3. Santiago is single with no dependents and has a combined balance of $60,000 in Direct Subsidized and Unsubsidized Loans. Each of Santiago's loans has an interest rate of 6 percent, and Santiago's AGI is $39,350.

Step 1: Determine the total monthly payment amount based on what Santiago would pay over 12 years using standard amortization. To do this, use the formula that precedes Example 1. In this example, the monthly payment amount would be $585.51.

Step 2: Multiply the result of Step 1 by the income percentage factor shown in the income percentage factors table (see Attachment 1 to this notice) that corresponds to Santiago's AGI. In this example, an AGI of $39,350 corresponds to an income percentage factor of 80.33 percent.

• 0.8033 × $585.51 = $470.34

Step 3: Now, determine the monthly payment amount equal to 20 percent of Santiago's discretionary income (discretionary income is AGI minus the HHS Poverty Guideline amount for a borrower's family size and State of residence). To do this, subtract the HHS Poverty Guideline amount for a family of one from Santiago's AGI, multiply the result by 20 percent, and then divide by 12:

• $39,351 − $13,590 = $25,761
• $25,761 × 0.20 = $5,152.20
• $5,152.20 ÷ 12 = $429.35

Step 4: Compare the amount from Step 2 with the amount from Step 3. In this example, Santiago would pay the amount calculated under Step 3 ($429.35), since this is the lesser of the two amounts.

Note: Santiago would have a lower payment under each of the other income-driven plans. Specifically, Santiago's payment would be $158.04 under the PAYE and REPAYE plans and $237.06 under the IBR plan.

Interpolation. If an AGI is not included on the income percentage factor table, calculate the income percentage factor through linear interpolation. For example, assume that Jocelyn is single with an AGI of $50,000.

Step 1: Find the closest AGI listed that is less than Jocelyn's AGI of $50,000 ($49,425) and the closest AGI listed that is greater than Jocelyn's AGI of $50,000 ($61,988).

Step 2: Subtract the lower amount from the higher amount (for this discussion we will call the result the “income interval”):

• $61,988 − $49,425 = $12,563

Step 3: Determine the difference between the two income percentage factors that correspond to the AGIs used in Step 2 (for this discussion, we will call the result the “income percentage factor interval”):

• 100.00 percent − 88.77 percent = 11.23 percent

Step 4: Subtract from Jocelyn's AGI the closest AGI shown on the chart that is less than Jocelyn's AGI of $50,000:

• $50,000 − $49,425 = $575

Step 5: Divide the result of Step 4 by the income interval determined in Step 2:

• $575 ÷ $12,563 = 4.57 percent

Step 6: Multiply the result of Step 5 by the income percentage factor interval that was calculated in Step 3:

• 11.23 percent × 4.57 percent = 0.51 percent

Step 7: Add the result of Step 6 to the lower of the two income percentage factors used in Step 3 to calculate the income percentage factor interval for an AGI of $50,000:

• 0.51 percent + 88.77 percent = 89.28 percent (rounded to the nearest hundredth)

The result is the income percentage factor that we will use to calculate ( print page 50618) Jocelyn's monthly repayment amount under the ICR plan.

Attachment 3—Charts Showing Sample Income-Driven Repayment Amounts for Single and Married Borrowers

Below are two charts that provide first-year payment amount estimates for a variety of loan debt sizes and AGIs under each of the income-driven repayment plans and the 10-Year Standard Repayment Plan. The first chart is for single borrowers who have a family size of one. The second chart is for a borrower who is married or a head of household and who has a family size of three. The calculations in Attachment 3 assume that the loan debt has an interest rate of 6 percent. For married borrowers, the calculations assume that the borrower files a joint Federal income tax return and that the borrower's spouse does not have Federal student loans. A field with a “-″ character indicates that the borrower in the example would not be eligible to enter the applicable income-driven repayment plan based on the borrower's AGI, loan debt, and family size.