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In a fixed-term, level-payment reverse mortgage, sometimes called a reverse annuity mortgage, or
RAM, a lender agrees to pay the homeowner a monthly payment, or annuity, and expects to be repaid from the homeowner's equity when he or she sells the home or obtains other financing to pay off the RAM. Consider a household that owns a $150,000 home free and clear of mortgage debt. The RAM lender agrees to a $100,000 RAM for 10 years at 6 percent. Assume payments are made annually, at the beginning of each year to the homeowner. Calculate the annual payment on the RAM.
Amount borrowed | -1,00,000 | |
Tenure (in years) | 10 | |
Rate | 6.00% | |
Annual Payment to be made if at the beginning of the year | 12,817.73 | |
Formula used | =PMT(rate,nper,pv,[fv],[type]) | =PMT(6.00%,10,-100000,0,1) |
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