An investment grows at a compound annual growth rate of 6%. If the initial investment is $2,000, what will its value be after 5 years? (Round to nearest dollar)

Mon, 04 May 2026 14:59:47 +0000

**Discover Why Compound Growth at 6% Transforms Early Investments—$2,000 Today, Around $3,382 Five Years Later** In a climate where every dollar counts, a quiet but powerful financial principle is drawing growing attention: compound growth at 6% annually. For savers and investors, this rate represents more than a number—it’s a predictable, steady force that shapes long-term wealth. If you’ve ever wondered: *“How does $2,000 grow when earning 6% compound interest each year, over five years?”* you’re not alone. With rising awareness of financial literacy and wealth-building strategies, this rate has emerged as a benchmark in personal finance planning—especially as inflation and economic shifts challenge saving habits. Why is compound growth at 6% gaining traction now across the U.S. market? For starters, fans of long-term investing value its reliability. Unlike volatile short-term returns, steady compounding offers tangible predictability. In an era where financial uncertainty fuels thoughtful planning, 6% consistently outperforms simple interest and aligns closely with historical market averages—without the extreme risk. People increasingly seek out tools and insights that turn complex financial concepts into accessible knowledge, making compound growth a natural starting point. But how exactly does $2,000 grow when invested at 6% compounded annually for five years? The math is straightforward—and revealing. Let’s walk through it simply. Starting with $2,000, each year the investment earns 6% on the current balance, and those earnings immediately add to the principal for the next period. After Year 1: $2,000 × 1.06 = $2,120. By Year 2: $2,120 × 1.06 = $2,247.30. Continuing this logic: