Money basics

How compound interest works—with a simple example

Compound interest means you earn interest on money you deposited and on interest that has already been added to the balance. Over a short period, the difference can look small. Over many years, especially with regular contributions, it becomes one of the main forces behind long-term saving.

The basic idea

Imagine placing $1,000 in an account that earns interest. After the first period, the account has the original $1,000 plus interest. In the next period, interest is calculated using the larger balance. The cycle repeats: balance first, interest next, then an even larger balance.

The rate, time, and compounding frequency all influence the result. More frequent compounding can help, but time and the amount you contribute are usually easier to control. Starting earlier gives each deposit more time to participate in the process.

Example: If money earns 5% annually, $1,000 becomes $1,050 after one year. If it stays invested at the same rate, the next year’s interest is calculated on $1,050, not just the original $1,000.

Why recurring contributions matter

Adding money regularly can be more important than finding a slightly higher return. A monthly contribution adds fresh principal, and each contribution starts its own compounding journey. The earlier a contribution is made, the longer it has to grow.

Try several scenarios instead of trusting one prediction. Use a lower return, a smaller contribution, or a pause in contributions to see how resilient the plan is. Market investments can rise and fall, and no calculator can guarantee a future result.

Use projections carefully

A compound-interest calculator is useful for comparing possibilities, not for promising an outcome. It may not include taxes, account fees, inflation, or changes to your deposits. Keep emergency savings separate from money meant for longer-term goals, and choose an account or investment approach that fits your timeline and comfort with risk.

Try the Compound Interest Calculator