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3. Ann obtains a fully amortizing 30 year Fixed Rate Mortgage with monthly payments for $135,000...

3. Ann obtains a fully amortizing 30 year Fixed Rate Mortgage with monthly payments for $135,000 at 5.25%. How much does Ann need to pay monthly?

16. Ann obtains a 30 year Interest Only Fixed Rate Mortgage with monthly payments for $135,000 at 5.25%. What will Ann’s monthly payments be?

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3. Ann obtains a fully amortizing 30 year Fixed Rate Mortgage with monthly payments for $135,000 at 5.25%. How much does Ann need to pay monthly?

Finding payment per period:

Asset Value = A

$135,000.00

Down Payment = DP = 0% =

$0.00

P = Principal Loan = (A - DP) =

$135,000.00

R = Rate = 5.25%/12 =

0.437500%

N = Numbers of payment =

                   360

PMT = Payment = P x R x (1+R)^N / ((1+R)^N - 1) =

              745.47

Formula for calculating payment (working)

PMT = P x R x (1+R)^N / ((1+R)^N - 1)

PMT =135000*5.25%/12*(1+5.25%/12)^360/((1+5.25%/12)^360-1)

PMT = $ 745.47 (Rounding to nearest cent or two decimal places)

16. Ann obtains a 30 year Interest Only Fixed Rate Mortgage with monthly payments for $135,000 at 5.25%. What will Ann’s monthly payments be?

Asset Value = A

$135,000.00

Down Payment = DP = 0% =

$0.00

P = Principal Loan = (A - DP) =

$135,000.00

R = Rate = 5.25%/12 =

0.437500%

N = Numbers of payment =

                   360

Interest only monthly payment = P x R = $ 590.625


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