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Mathematics 14 Online
OpenStudy (anonymous):

I'm stuck on this question ! Bob has a 30-year adjustable rate mortgage that has a rate of 2.8% for the first 3 years. The amount of the mortgage is $109,000. What is the monthly payment during this initial period?

OpenStudy (anonymous):

At 2.8%, the mortage payment annual is $3052. For monthly payments, it is $254.33

OpenStudy (anonymous):

From Susil on Yahoo Answers

OpenStudy (anonymous):

Next time you have a math question, type it into google first before coming here

OpenStudy (anonymous):

@cebroski Bob has a 30-year adjustable rate mortgage that has a rate of 2.8% for the first 3 years. The amount of the mortgage is $109,000. What is the monthly payment during this initial period? $302.77 $311.26 $447.87 $505.62

OpenStudy (anonymous):

its not in the answer !

OpenStudy (whpalmer4):

Okay, here's the formula you need. You're going to compute the monthly payment on a 30 year mortgage at 2.8% — the business about the rate changing after 3 years is irrelevant during the first 3 years. \[M=\frac{P(i(1+i)^n)}{((1+i)^n-1)}\] \(P\) is the amount borrowed, \(i\) is the monthly interest rate expressed as a decimal (so this will be 1/12 of the yearly rate), \(n\) is the number of compounding periods (30*12) If you do the calculation correctly, you'll find the answer on the list.

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