What are the monthly payments on a $500,000 30-year mortgage loan that has an interest rate of 5.79% EAR? Please answer using a financial calculator.
APR = [(1+EAR)^(1÷n)-1]×n | |||
n is number of compounding per year | |||
Monthly compounding | 5.64% | =((1+5.79%)^(1/12)-1)*12 |
Step 1 | Enter | 360 | |
Step 2 | Press | N | |
Step 3 | Enter | 0 | |
Step 4 | Press | FV | |
Step 5 | Enter | -500000 | |
Step 6 | Press | PV | |
Step 7 | Enter | 0.4700 | =5.64/12 |
Step 8 | Press | I/Y | |
Step 9 | Press | CPT | |
Step 10 | Press | PMT | |
Payment | 2,883.02 |
Hence, Monthly payment is $2,883.02
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