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Inflation Erosion Calculator

See how inflation silently eats your savings over 1, 5 and 10 years, and compare nominal value to real purchasing power.

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Inflation is the invisible tax on savings. Money sitting in a low-yield account loses purchasing power every year — silently, automatically. This calculator shows exactly how much a sum loses over 1, 5, and 10 years at different inflation rates, compares that to a range of interest rates, and reveals your real (inflation-adjusted) return. The result is often more sobering than people expect.

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Example

$50,000 in savings at 2% interest, 4% inflation rate:

After 1 year: nominal $51,000, real value $49,038 (−$962)
After 5 years: nominal $55,204, real value $44,732 (−$5,268)
After 10 years: nominal $60,950, real value $40,114 (−$9,886)

Real return: −1.92%/year
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Formulas

Nominal value after N years = Principal × (1 + interest rate)^N
Real value after N years = Nominal value ÷ (1 + inflation rate)^N
Real return rate = ((1 + interest) ÷ (1 + inflation)) − 1
(Fisher equation)
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Why Inflation Erodes Savings

Inflation compounds just like interest — but in reverse for savers. At 4% inflation, $1 today is worth $0.96 next year, $0.82 in 5 years, and $0.68 in 10 years. Most savings accounts pay rates below inflation, meaning real wealth declines even as the nominal balance grows. The only protection is earning a return that exceeds inflation — through higher-yield accounts, bonds, or equities.

Frequently Asked Questions

What inflation rate should I use?

The US 10-year average CPI is around 2.5–3%. For conservative planning, use 3–4%. In high-inflation environments, use the current rate.

Does this mean I shouldn't keep savings in cash?

Keep 3–6 months of expenses in liquid savings for emergencies. Beyond that, money sitting idle loses real value over time.

What returns reliably beat inflation long-term?

Broad stock market index funds have historically returned 7% real over long periods. I bonds and TIPS are inflation-linked and guarantee positive real returns.

What is the 'real interest rate'?

The nominal interest rate minus the inflation rate. At 2% interest and 4% inflation, your real rate is approximately −2% — you're losing purchasing power.