Friday, August 22, 2008

Savings Bonds Revisited

Posted by Paul

If any readers recall my earlier post from 2007 on savings bonds they'll recall that I purchased some and that I wasn't too excited about them at the time.

Well imagine my surprise to discover that currently my savings bonds have an interest rate of over 6%. This is far better than my savings accounts or even my CD's!

I wanted to double check the program that I downloaded that tells me the current rate of my savings bonds, so I went to the page on Series I bonds and confirmed the numbers.

Currently the determined inflation rate is 2.42%, and the bonds that I bought back in 2006 have a fixed rate of 1.4%.

Using the formula we get:

Composite rate = Fixed rate + (2 x Semiannual inflation rate) + (Fixed rate x Semiannual inflation rate)

Composite rate = 0.016 + (2 x 0.0242) + (0.016 x 0.0242)
Composite rate = 0.016 + 0.0484 + 0.0003872
Composite rate = 0.0647
Composite rate = 6.47%

So currently my bonds are earining almost 6.5%. Wow! Pretty good for such a low risk investment!

So what does this all mean? Well I guess it means that if you purchase I-Bonds when the fixed rate is high (the fixed rate doesn't change for the life of the bond), then you can make a great return when the conditions are right.

As an example, let's pretend that I had purchased some I-Bonds back in May of 2000 when the fixed rate was 3.6, their current interest rate would be:

Composite rate = 0.036 + (2 x 0.0242) + (0.036 x 0.0242)
Composite rate = 0.036 + 0.0484 + 0.0008712
Composite rate = 0.0844
Composite rate = 8.4%

That'd be a pretty amazing return for a no risk investment.

I plan on continuing to watch the I-Bond rates and purchase some more bonds once the fixed rate gets up to a decent amount. It's nice to have part of my money in a low risk investment that has a built in guard against inflation.

1 comment:

  1. This is a great formula to check composite rate.I tried and it worked. I also use a savings bond calculator when I need to calculate the exact return I would get at the end.

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