# How to develop a savings plan, using compound interest At Bankrate we strive to help you make smarter financial decisions. While we adhere to strict , this post may contain references to products from our partners. Here’s an explanation for

Ready to begin building up a healthy amount of savings? First, it’s important to understand the very cool concept of compound interest, and to do that you’ll need to know the difference between an interest rate and yield.

Rate is the nominal, or stated, interest rate on the investment. If you have a CD with a stated interest rate of 5%, the interest is calculated by multiplying the amount invested by 5% and by the fraction of a year the money is invested.

Let’s say interest is paid annually. A \$10,000 investment will earn \$500 in interest per year (\$10,000 x 5% x 1 year = \$500).

Yield represents the interest that will be earned not only on your investment amount but also on your interest as it builds. The interest paid on the interest you’ve already accumulated is called compound interest.

When an investment pays interest annually, its rate and its yield are the same.

But when interest is paid more frequently, the yield rises. That’s because the interest payment is credited to the CD more quickly and it starts earning interest along with the invested principal.

### Annual vs. compounding interest

###### Annual interest

Let’s say a \$10,000 CD investment earns 5% interest, paid annually: After one year, you would have:

\$10,000 x 5% x one year = \$500 interest

Total interest: \$500

###### Annual yield

If that same CD pays interest twice a year, after 6 months you would have:

\$10,000 x 5% x 0.5 years = \$250 interest

During the second half of the year, you also would earn:

\$10,000 x 5% x 0.5 years = \$250 interest

But the \$250 in interest earned during the first half would start earning interest, too:

\$250 x 5% x 0.5 years = \$6.25 interest

Total interest: \$506.25

The rate and yield on the first CD is 5%. The rate on the second CD is 5%, but its yield is 5.06%.

To get that yield you must reinvest the interest. That’s what compound interest is all about.   