A savings account grows at an annual interest rate of 5% compounded annually. If the initial deposit is $1,000, what will be the total amount after seven years?

Sun, 03 May 2026 15:40:41 +0000

**How Does a $1,000 Savings Account Grow at 5% Compounded Annually Over Seven Years?** Most Americans are paying closer attention to their savings right now—amid steady inflation and rising interest rates. One popular way to grow money safely is through a savings account with a 5% annual interest rate, compounded annually. If you start with $1,000, understanding exactly how that balance grows over time reveals the quiet power of compound interest. This simple asset category offers predictable growth, making it a smart choice for long-term financial stability. Interest compounds annually when earned interest is added to the principal each year, triggering a snowball effect that amplifies returns. Unlike simple interest, which calculates only on the initial amount, compound growth allows your money to earn interest on interest—a model widely used by banks and credit unions to build wealth steadily. At 5% annual compounding, even a modest starting sum like $1,000 accrues meaningful value over time. Breaking down the math after seven years, starting with $1,000 at 5% compounded annually means the balance grows to approximately $1,407.10. The first year adds $50, the second adds $52.50, and each further year builds on the updated total—showcasing how compound interest accelerates returns. This clear progression helps readers see tangible time-based growth, encouraging long-term planning.