You can afford a $1250 per month mortgage payment. You
have found a 30 year loan at 7% interest.
How big of a loan can you afford?
How much total money will you pay the loan company?
How much of that money is interest?
1) | |||||
Loan Value | $ 187,884.46 | ||||
Loan Value is the present value of monthly payment. | |||||
Loan value | = | Monthly Payment | * | Present Value of annuity of 1 | |
= | $ 1,250.00 | * | 150.3075679 | ||
= | $ 187,884.46 | ||||
Working: | |||||
Present Value of annuity of 1 | = | (1-(1+i)^-n)/i | Where, | ||
= | 150.3075679 | i | 0.005833 | ||
n | 360 | ||||
2) | |||||
Total money paid for loan | = | Monthly Payment | * | Number of months | |
= | $ 1,250.00 | * | 360 | ||
= | $ 450,000.00 | ||||
3) | |||||
Interest | = | Total repaid | - | Loan amount | |
= | $ 450,000.00 | - | $ 187,884.46 | ||
= | $ 262,115.54 |
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