Reverse Mortgage Rate Formula:
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The reverse mortgage rate is the interest rate applied to a reverse mortgage loan, which allows homeowners to convert part of their home equity into cash. The rate is typically calculated as the sum of an index rate and a lender's margin.
The calculator uses the reverse mortgage rate formula:
Where:
Explanation: The total interest rate is simply the sum of the chosen index rate and the lender's predetermined margin.
Details: Accurate rate calculation is crucial for understanding the cost of borrowing, projecting loan balances over time, and comparing different reverse mortgage offers from lenders.
Tips: Enter the current index rate and the lender's margin percentage. Both values should be entered as percentages (e.g., 2.5 for 2.5%).
Q1: What indexes are commonly used for reverse mortgages?
A: Common indexes include LIBOR, COFI, and various Treasury rates. The specific index depends on the loan product and lender.
Q2: How does the margin affect the overall rate?
A: The margin is the lender's profit component and remains fixed for the life of the loan, while the index rate may fluctuate.
Q3: Are reverse mortgage rates fixed or variable?
A: Most reverse mortgages have variable rates tied to an index, though some fixed-rate products may be available.
Q4: How often do reverse mortgage rates change?
A: Variable rates typically adjust monthly based on changes in the underlying index.
Q5: What is a typical margin for reverse mortgages?
A: Margins vary by lender and product but typically range from 1.5% to 3.5%.