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How To Payoff Your Housing Loan Earlier?

 

Big Savings for House Owner.

On a typical 30-year mortgage, you can save as much as one third of the total payments and about ten years of paying by making extra payments on the principal with mortgage reduction.  As a result, you save hundreds of thousands of dollars in interest payments. Usually, the house payment is the single biggest expense in a family's budget! You could, theoretically, achieve nearly the same objective by not making the extra payment on the mortgage and instead investing the money in an account paying interest at the same rate that you are paying on the mortgage.  Theoretically.  But this doesn't really work.  

First, you would have to find a conservative investment that paid at least as much as you are paying in mortgage interest, plus enough extra to cover the tax deduction you are getting on the mortgage interest.  Second, what happens in practice, if you don't make the extra payment and the extra effort to pay off your mortgage, is that

you will end up spending the money you should have been using to pay off the mortgage early.

The tables on the bottom of the page shows you how it works.  Say you have a mortgage of $100,000, borrowed at 9.5%, and payable in 30 years (360 months), in increments of $840.85 per month.  Table One shows that each steady monthly payment will finish off the mortgage in roughly 30 years. By contrast, Table Two shows that making extra principal payments of only $150 will finish off the mortgage in about 17 years, because you aren't paying interest on the principal that is prepaid.  Payments on principal are worth far more than just making an extra payment, which the bank normally applies against current interest.  Each principal payment is a direct reduction of the loan balance, and therefore is reducing the total loan on which the rest of the interest is calculated.

For example, if you have a
mortgage with a 10% interest rate, if you make only ONE extra payment of $500 against the principal, the following year you would pay $50 less interest on your total
loan because you reduced the loan by $500.  Now multiply that
$50 savings on interest (from just one payment against principal)
times 30 years, and you will have reduced your total
mortgage by
$1,500.  Your one time $500 investment has a 300% return!  Now
imagine prepaying $500 against principal every year for the full
mortgage term. You will still enjoy the mortgage interest tax deduction benefits under the current tax laws because although you are reducing the total mortgage
cost, you are still paying a hefty
amount of interest.  The difference in your tax deduction because
of prepayment will be only a few dollars a year.  And there is no
value in paying $100 in unnecessary interest to typically save $40
on taxes.  

What about prepayment penalties?

Very few mortgages today have prepayment penalties.  If you
have an older
mortgage with a prepayment penalty, read the clause
carefully.  Most of them only have a penalty for a complete payoff
in a short period of time -- such as selling the house a year later
and paying the
mortgage in full, or making a very large payment
(such as 80% of the total) in the first three years.  They don't
normally apply to small prepayments.
   


TABLE ONE: Making One
Mortgage Payment Each Month

Principal = $100,000  Interest = 9.5%  Term = 360 months
Monthly payment = $840.85 (interest + principal)

Scheduled         Principal    Extra         Loan     
Month Balance  Payment    Principal     Interest      Balance
                                       Payment     Payment

1  $100,000.00   $49.19    0.00          $791.67       $99,950.81
2   $99,950.81   $49.58    0.00           $791.28       $99,901.24
3   $99,901.24   $49.97    0.00           $790.88       $99,851.27
4   $99,851.27   $50.37    0.00           $790.49       $99,800.90
5   $99,800.90   $50.76    0.00           $790.09       $99,750.14
6   $99,750.14   $51.17    0.00           $789.69       $99,698.97
7   $99,698.97   $51.57    0.00           $789.28       $99,647.40
8   $99,647.40   $51.98    0.00           $788.88       $99,595.42
9   $99,595.42   $52.39    0.00           $788.46       $99,543.03
10  $99,543.03   $52.81    0.00          $788.05       $99,490.23
------------------------------­------------------------------­-----
204 $75,415.91  $243.81    0.00         $597.04       $75,172.10
205 $75,172.10  $245.74    0.00         $595.11       $74,926.36
------------------------------­------------------------------­-----
210 $73,923.78  $255.62    0.00         $585.23       $74,926.36
------------------------------­------------------------------­-----
360 $834.25     $834.25    0.00           $ 6.60         $73,668.16

Total Interest = $202,707.51

 

TABLE TWO: Making Extra Mortgage Payments Each Month

Principal = $100,000  Interest = 9.5%  Term = 204 months
Monthly payment = $840.85 (interest + principal)
Extra principal payment = $150.00

Scheduled           Principal    Extra      Loan
Month   Balance   Payment   Principal  Interest      Balance
                                         Payment   Payment

1  $100,000.00   $49.19       $150.00   $791.67     $99,800.81
2   $99,800.81   $50.76       $150.00   $790.09     $99,600.05
3   $99,600.05   $52.35       $150.00   $788.50     $99,397.69
4   $99,397.69   $53.96       $150.00   $786.90     $99,193.74
5   $99,193.74   $55.57       $150.00   $785.28     $98,988.17
6   $98,988.17   $57.20       $150.00   $783.66     $98,780.97
7   $98,780.97   $58.84       $150.00   $782.02     $98,572.13
8   $98,572.13   $60.49       $150.00   $780.36     $98,361.64
9   $98,361.64   $62.16       $150.00   $778.70     $98,149.48
10  $98,149.48   $63.84       $150.00  $777.02     $97,935.65
------------------------------­------------------------------­-----
180 $21,949.06  $667.09     $150.00  $173.76      $21,131.97
200 $4,317.81  $806.67       $150.00  $34.18       $3,361.13
201 $3,361.13  $814.25        $150.00  $26.61      $2,396.89
202 $2,396.89  $821.88        $150.00  $18.98      $1,425.01
203 $1,425.01  $829.57        $150.00  $11.28      $445.44
204  $ 445.44   $837.33        $0.00     $3.53       $0.00

Total Interest = $101,592.37

Source: by Adam Starchild (Copy Right Material)

 

 

 
 

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