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The Financial Project

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The Financial Project
Clifford Brown
Course: Math 104
Professor: Bonnie Kegan
Strayer University
November 13, 2012

The purpose of this assignment is to explain what financial adjustments would need to be made in order to achieve a shorter amortization on the loan in question.
The loan that we will discuss is based on the following information:
Current balance is $112,242.47
The principle payment is $706.12
The Escrow payment is $211.13
The total payment 917.25
To address the subject we will use a series of questions. The first question is: How much money will need to be added to the current monthly payment in order to pay the loan of in 20 years instead of 25 years? The current payment on the loan is $706.12, and the new payment would be $788.03, therefore the answer to this question is $81.91.
The next concern would be whether or not it would be reasonable to make such a change in ones existing mortgage if you had less than $100.00 left with the mortgage as it currently is now. This question requires us to evaluate whether or not we could carry out our daily routines with a modest $18.09 left over every month. Under these circumstances I find that it would be a poor choice to become committed to any such arrangement. However, one could sacrifice and make additional payments on less frequent intervals. This would mean that we should evaluate another approach to solve the issue of paying the loan off early.
Often time’s people refinance their mortgages at lower interest rates in order to reduce their monthly payment. Additionally, people will refinance their mortgages to reduce the amortization time periods from a currently existing longer one. In almost all cases shorter amortization periods come with lower interest rates. We could possibly find the balance that would come as close as is reasonable to achieving our goals of paying of the loan

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