Your mortgage has 25 years left, and has an APR of 7.625% with monthly payments of $1449. a. What is the outstanding balance

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The outstanding balance of the mortgage loan is $193,939.29.

What is mortgage loan?

A mortgage loan is a type of loan that enables an individual to purchase a home and are provided by either a mortgage lender or bank.

Present value of annuity = Annuity [1 - (1+interest rate/12)^-(12*time period)]/(rate/12)

Present value of annuity = $1449*[1-(1+0.07625/12)^-(12*25)]/(0.07625/12)

Present value of annuity = $1449*[1-(1+0.00635416667)^-(300)]/0.00635416667

Present value of annuity = $1449*[1-(1.00635416667)^-(300)]/0.00635416667

Present value of annuity = $1449*[1-0.149535834]/0.00635416667

Present value of annuity = $1449*133.843541

Present value of annuity = $193,939.29

In conclusion, the outstanding balance of the mortgage loan is $193,939.29.

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