BCBetter Calculators

Inflation Impact Calculator

See how inflation erodes purchasing power and what your money will really be worth.

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Enter your values and click Calculate

How It Works

Future equivalent = amount × (1 + rate ÷ 100)^years. This is the compound growth formula applied to the price level — what you'd need to pay in future nominal dollars to have the same purchasing power as 'amount' today. Real value = amount ÷ (1 + rate ÷ 100)^years. This is the present value of a future nominal amount — what today's dollars would be worth in the future expressed in today's purchasing power. Purchasing power lost = amount − real value. Purchasing power remaining % = (1 ÷ inflation factor) × 100. For example, at 3.5% inflation over 10 years: factor = 1.035^10 = 1.411. To match $10,000 today, you'd need $14,106 in 10 years. If you kept $10,000 in cash, it would only have the real purchasing power of $7,089 in today's dollars — a loss of $2,911.

Examples

Emergency Fund Erosion
$10,000 cash savings at 3.5% inflation over 10 years.
Result: Real value drops to $7,089 in today's dollars. Need $14,106 in 10 years to match today's $10,000.
Retirement Planning — 25 Years
$100,000 portfolio target at 3% inflation over 25 years.
Result: Need $209,378 in 25 years to equal today's $100,000. Plan for inflation in retirement savings.
High Inflation Scenario
$50,000 at 7% inflation over 5 years.
Result: Real value drops to $35,649 in today's dollars — a loss of $14,351 in purchasing power.

Frequently Asked Questions

What is inflation and why does it matter for savings?
Inflation is the general increase in the price level of goods and services over time. It means each unit of currency buys fewer goods than it did before. For savers, inflation matters because money held in low-yield accounts loses real value — if your savings account earns 0.5% interest but inflation is 3.5%, you are losing 3% of real purchasing power per year. Over 20 years, that compounds into a dramatic reduction in what your money can actually buy. To preserve purchasing power, savings need to grow at least as fast as inflation.
What interest rate do I need to beat inflation?
To maintain purchasing power, your savings or investment return must match or exceed the inflation rate. At 3.5% inflation, a high-yield savings account earning 4–5% provides a small real return. Historically, a diversified stock market portfolio has returned about 7% per year nominally (about 4–5% real after inflation). Bonds historically return 1–3% real. Cash in low-yield accounts consistently loses real value over time. The 'real return' = nominal return − inflation rate. As a rule, money you won't need for 5+ years is better invested in inflation-beating assets than held in cash.
What has the historical US inflation rate been?
The US inflation rate has averaged about 3–4% per year over the long term. The 1970s saw high inflation of 7–14% per year. The 1990s–2010s were a low-inflation era at 1–3% annually. In 2021–2022, inflation spiked to 7–9%, the highest since 1981, driven by supply chain disruptions and fiscal stimulus. The Federal Reserve targets 2% annual inflation as its long-term goal. For planning purposes, 3–3.5% is a reasonable conservative assumption for multi-decade projections.
How does this calculator differ from a standard inflation calculator?
Most inflation calculators show what a past amount is worth today (historical CPI lookup). This calculator shows the future impact of ongoing inflation on a current amount — both how much you'd need in the future to maintain today's purchasing power, and what today's amount will really be worth in the future in real terms. This dual perspective is more useful for financial planning: it shows both the 'price you'll pay for the same thing' and 'the real value of cash you're sitting on.' It helps quantify the opportunity cost of not investing idle cash.

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