The power of compound growth over time
$1,000 per month invested at 7% annual return produces dramatically different results depending on when you start. Over 30 years: $1,220,000 total — but only $360,000 is contributions. The remaining $860,000 (70%) is compound growth. Start 10 years later with the same monthly amount and you get $567,000 — less than half — despite contributing $240,000 (67% as much). The final decade of a 30-year investment generates more growth than the first two decades combined. This exponential curve explains why financial advisors universally emphasize starting early: the cost of waiting even 5 years is measured in hundreds of thousands of dollars, while the actual contribution difference is modest.