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  2. Can I qualify for a mortgage if I'm about to retire? - AOL

    www.aol.com/finance/qualifying-for-mortgage-in...

    The rule suggests that your mortgage costs shouldn’t be more than 28% of your gross monthly income or more than 36% of your combined debt, including your new monthly mortgage costs.

  3. What percentage of your income should go to a mortgage? - AOL

    www.aol.com/finance/percentage-income-mortgage...

    Based on the 28 percent and 36 percent models, you can calculate how much of your monthly income should go to mortgage payments. Here’s a budgeting example, assuming the borrower has a monthly ...

  4. Income requirements to qualify for a mortgage - AOL

    www.aol.com/finance/income-requirements-qualify...

    For example, if your gross income is $6,000 per month, your mortgage payment should be no more than $1,680 (28 percent of $6,000), and your total debt payments (including the mortgage) should max ...

  5. Debt-to-income ratio - Wikipedia

    en.wikipedia.org/wiki/Debt-to-income_ratio

    If the lender requires a debt-to-income ratio of 28/36, then to qualify a borrower for a mortgage, the lender would go through the following process to determine what expense levels they would accept: Using yearly figures: Gross income of $45,000; $45,000 × .28 = $12,600 allowed for housing expense.

  6. Conforming loan - Wikipedia

    en.wikipedia.org/wiki/Conforming_loan

    The most well-known guideline is the size of the loan, which for 2024 was generally limited to $766,550 for one-unit single family homes in the continental US. [2] Other guidelines include borrower's loan-to-value ratio (i.e. the size of down payment ), debt-to-income ratio , credit score and history, documentation requirements, etc. [ 3 ]

  7. What is a debt-to-income ratio for a mortgage? - AOL

    www.aol.com/finance/debt-income-ratio-mortgage...

    If you’ve got $6,000 in gross monthly income, to have that desired front-end DTI ratio be 28 percent, your maximum monthly mortgage payment would be $1,680. $6,000 x 0.28 = $1,680

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