Re-financing/more comments


From: "Jeff Salisbury" <jeff.salisbury@sdl.usu.edu>
Subject: Re-financing/more comments
Date: Fri, 16 Oct 1998 11:15:44 -0400

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To: persfin@lists.xmission.com
From: hic@world.std.com <Howard I. Cohen>
Subject: persfin-digest V5 #56/Re-financing/more comments

> 
> Date: Thu, 08 Oct 1998 15:22:23 -0400
> From: Scott Barnett <sab@crisp.net>
> 
> >I play the 'no points no closing' (NPNC) game.  

- ---snip---



> 
> I'd like to understand what the "steps" were in interest that you've
> gone to.  I have a 15 year fixed mortgage at 7.5%.  I've looked at NPNC
> deals, and none of them save me much (if any) to make it worth the effort
> I'm 4 years into the mortgage, so I'm paying more and more of the principl
> off each month - if I start over again, I lose that acceleration.
> 
> Am I missing something?

Dear Scott:

Yes, I think what you're overlooking is that you are paying for money. When 
you refinance at a lower rate you simply pay off your loan balance 'for 
cheaper.' Getting a mortgage is really buying 'money,' and having a mortgage 
is 'paying' for money.

If it's costing you 7.5% and you reduce it to 6.5%, you're simply paying 
less for the same 'money.' Like if you owe $100,000., you would save $1,000 
per year. As for having a mature (4 to 5 years old) 15 year mortgage, 
consider rewriting your current balance on a 10 year mortgage at a lower 
rate than 7.5% (should be close to 6.5% or maybe even better - the shorter 
term usually means lower rate - less risk to the bank) and you've simply 
moved what you have now into lower monthly payments over the remaining term. 
In fact since most mortgages allow you to repay faster without penalty, you 
could put the savings each month into reducing the principal and pay it off 
faster. 

I'm puzzled at what mortgage people could say that was quantitative and 
still discourage you. Although if you talked to the people who carry your 
present mortgage, well they certainly don't want you to pay THEM less.

Using your mechanical metaphor, no acceleration is lost. Rather the mass (as 
in F=ma) is lowered so the force you need to apply to maintain your 
acceleration is lowered. 

In fact I heard one financial advisor (a Boston talk show guy - with a good 
reputation) say that the best deal is to take the longer term which lowers 
your monthly payments and simply make payments of the monthly required 
interest, but pay off the principal as fast as you want. And--if you have a 
tough month, simply pay less that month- your choice, not the bank's. Your 
interest payment is always I(nterest) times P(rincipal). Of course an 
amortization schedule is a bit more complex, but not because your interest 
payment isn't IxP,  which it always is - but because the principal is being 
reduced. Lowering the I reduces IxP also, and always. Talk to a reliable 
financial person and explore the choices, numbers and so forth.

Personally, I'm not a 'financial type.' I'm a retired engineer who 
understood what J. Paul Getty had in mind when he said, 'the eighth wonder 
of the world is -- compound interest.'

BTW - do you have a decent 'interest calculator' program? Most spreadsheet 
programs, Excel, 123, etc. offer it, as does Quicken and other 'money' 
programs. Then you could simply plug in the numbers and see the results.


Good luck,

Howard




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