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Calculate the future value of an investment with compound growth over time.
FV = PV × (1 + r)^n. Where r = annual rate/100, n = number of years.
Result: FV: $19,671.51
Present Value is today value. Future Value is what it grows to at a given rate over time.
Use real return rate (nominal return minus inflation) for inflation-adjusted future value.
A higher annual rate significantly increases future value due to compound growth. Even a 1% difference can result in thousands more over a 20-30 year investment horizon.
The longer your investment period, the more dramatic the compounding effect. Time is the most powerful factor in growing your money exponentially.
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