Home Finance & Wealth Inflation Calculator
$
%
%
Buying Power Remaining
$7,441

Over 20 years at 3.5% annual inflation

Lost $2,559 74.4% remaining
Purchasing Power
$7,441
Total Lost
$2,559
Cumulative Inflation
98.9%
Break-Even Rate
3.50%/yr
Halving Time
20.6 yrs
Real Return
3.38%/yr
FV = PV ÷ (1+r)^n Cumulative = (CPI_end/CPI_start − 1) × 100 Halving ≈ 72 ÷ r%
Cash
Investment
HYSA
Bonds
Gold
Power Lost

Real World Impact — What Your Money Buys

Inflation Scenario Comparison — Your Amount & Time Period
🟢 Low Inflation
2% / Fed Target — Best Case
Purchasing Power
Total Lost
Cumulative
Halving Time
🟡 Moderate Inflation
3.5% / Historical Avg — Base Case
Purchasing Power
Total Lost
Cumulative
Halving Time
🔴 High Inflation
8% / 2022 Peak — Worst Case
Purchasing Power
Total Lost
Cumulative
Halving Time
Purchasing Power Remaining — Rate vs. Time

% of original value remaining after inflation. Current inputs highlighted in amber.

Category Inflation — 20-Year BLS Averages
Your rate vs. specific cost categories
Asset Class Comparison
Growth of your amount over your time period
🎯 Goal Planner
How much do you need in nominal terms to meet a real-dollar goal?
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%

Inflation rate synced from Tab 1

Nominal Goal Needed
Monthly Savings Required
Lump Sum Today
💼 Real Wage vs. Inflation
Is your salary actually keeping up with rising prices?
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%

Inflation rate synced from Tab 1

⚖️ Calculating…
Real Annual Raise
Real Salary in 10 Years
🏖️ Retirement Nest Egg Reality Check
What will your retirement savings actually feel like in today's purchasing power?
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Inflation rate synced from Tab 1. Based on 4% safe withdrawal rule.

Today's Equivalent Value
Monthly Real Income
Annual Real Income
📅 Purchasing Power Milestones
At your current inflation rate, when does your money reach these thresholds?

HOW TO USE

01

Choose Mode & Enter Amount

Select Future Projection to estimate upcoming inflation impact, or Historical to use real CPI-U data back to 1970. Enter your starting dollar amount.

02

Set Parameters

Choose duration and inflation rate (use presets or type your own — even negative for deflation). Toggle TAX to factor in capital gains. Set your expected investment return for comparisons.

03

Explore All Three Tabs

Tab 1 shows real-time erosion and comparisons. Scenario Analysis shows sensitivity and category breakdowns. Wealth Planner solves for retirement goals and salary parity.

FAQ

What is the main purpose of an inflation calculator?

An inflation calculator measures how money's purchasing power changes over time. It reveals the "real cost" of inflation — how many fewer goods the same dollar buys — and lets you compare holding cash against inflation-beating strategies like stocks, bonds, or high-yield savings.

What is the difference between Future and Historical modes?

Historical Mode uses actual CPI-U data from the Bureau of Labor Statistics (1970–2025) to show precise historical purchasing power changes. Future Projection uses the compound formula FV = PV ÷ (1+r)^n to estimate future impacts based on your assumed rate.

What does the Wealth Planner's Goal Planner calculate?

The Goal Planner answers: "If I want $X in today's purchasing power in Y years, how much do I actually need to accumulate?" It calculates the nominal (inflation-adjusted) dollar amount, the lump sum you'd need to invest today, and the monthly savings required to reach that goal.

What does the Real Wage calculator show?

It compares your annual raise against the inflation rate to calculate your "real" wage change. A 3% raise at 3.5% inflation actually means a −0.48% real pay cut. The calculator shows your 10-year real salary trajectory and whether you're gaining, losing, or breaking even against inflation.

What is the Break-Even Rate?

The break-even rate is the minimum annual return your savings must earn to merely preserve purchasing power. If inflation is 3.5%, any account earning less than 3.5% annually is losing real value. This is why HYSA accounts earning 4–5% can outpace moderate inflation.

What happens with negative inflation (deflation)?

Deflation means prices fall and your cash buys more over time. Enter a negative rate (e.g. −1.5%) to see purchasing power grow. The calculator supports deflation fully: the power bar turns green, hero shows "Gained," and context cards show more goods you could afford.

How is the Halving Time calculated?

Halving Time uses the Rule of 72: approximately 72 ÷ inflation rate. At 3.5% inflation, money halves in about 20.6 years. At 7% inflation, it halves in just 10.3 years. This is a quick mental model for understanding long-term inflation impact.

How is CPI data sourced?

Data is based on the CPI-U (Consumer Price Index for All Urban Consumers) published by the Bureau of Labor Statistics. It tracks price changes for 80,000+ items across urban consumer spending. We cover annual data from 1970 through 2025 (2025 estimated).

Can I share or bookmark my results?

Yes — click 🔗 Share in the action bar to copy a URL with your settings encoded. You can also 📥 CSV export year-by-year data, or 📋 Copy a plain-text summary. Settings are also saved to localStorage so they persist across page refreshes.

What do the category inflation rates represent?

The Scenario Analysis tab shows 20-year BLS averages for specific spending categories. Education (~6%/yr), Medical (~4.7%/yr), and Energy (~4.8%/yr) historically inflate much faster than general CPI. These help you understand which costs in your life erode purchasing power fastest.

How does inflation affect your money?

Inflation erodes purchasing power over time. At 3% annual inflation, $100 today will only buy $74 worth of goods in 10 years. To maintain real value, your investments must earn returns that exceed inflation. The "Rule of 72" shortcut: divide 72 by the inflation rate to find how many years until prices double.

Formula & Methodology

Future Purchasing Power

Future Power = Amount ÷ (1 + Rate)^Years

The core formula. Divides by the compounded inflation multiplier to find the real value in today's dollars.

Cumulative Inflation

Cumulative = ((1 + Rate)^Years − 1) × 100%

At 3.5% for 20 years, prices rise 98.9% — nearly double. This is why the "amount" you need in 20 years is almost twice today's price.

Historical CPI Adjustment

Adjusted = Amount × (CPI_end ÷ CPI_start)

Uses official BLS CPI-U annual averages for precision. The annualized rate = (CPI_end/CPI_start)^(1/years) − 1.

Real Return (Fisher Equation)

Real Return = (1 + Nominal) ÷ (1 + Inflation) − 1

The true inflation-adjusted return. A 7% investment at 3.5% inflation yields a real return of only ~3.38%, not 3.5%.

Goal Planner — Monthly Savings

PMT = FV × r / ((1+r)^n − 1), r = monthly return, n = months

Standard future-value annuity formula. Solves for the periodic payment needed to reach a nominal future goal.

Key Terms

CPI-U (Consumer Price Index, Urban)
The primary US inflation measure. Tracks prices of 80,000+ items for urban consumers. Published monthly by the BLS.
Purchasing Power
The quantity of goods one unit of money can buy. Inflation erodes it: $100 today buys less than $100 did 10 years ago.
Deflation
Negative inflation — prices fall, purchasing power rises. Rare in modern economies; historically associated with recessions.
Real Value
Nominal value adjusted for inflation. $10,000 nominal in 20 years at 3.5% inflation has a real value of only ~$4,975 today.
Break-Even Rate
The minimum return an investment must earn to preserve purchasing power. Equals the inflation rate exactly.
TIPS / I-Bonds
Treasury Inflation-Protected Securities and Series I Savings Bonds — government-backed instruments that adjust returns with inflation.
Rule of 72 (Inflation)
Divide 72 by the inflation rate to estimate years until purchasing power halves. At 3.5%: 72÷3.5 ≈ 20.6 years.

Worked Examples

Example 1: Retirement Planning

Scenario: You want $500,000 in today's purchasing power at retirement in 25 years. Inflation: 3.5%.

Nominal Goal: $500,000 × (1.035)^25 = $1,181,374. You actually need over $1.18M to have the equivalent of $500K in today's dollars.

Monthly savings: At 7% investment return, you need ~$1,874/month. Use the Goal Planner tab to see this automatically.

Example 2: Historical — 2000 to 2024

Scenario: $100,000 in 2000. What is its 2024 purchasing power?

CPI: 2000 = 172.2, 2024 = 310.3. Power = $100,000 ÷ (310.3/172.2) = $55,497. Almost half the purchasing power is gone — a 44.5% loss over 24 years.

Example 3: Real Wage Calculation

Scenario: You earn $75,000 and get a 3% raise. Inflation is 3.5%.

Real raise: (1.03 ÷ 1.035) − 1 = −0.48%. Despite a nominal raise, your real purchasing power fell by 0.48%. After 10 years of this, your real salary is $75,000 × (1.03/1.035)^10 = $71,500 in today's dollars.

US Inflation Rates by Era

PeriodAvg Annual InflationCumulativeContext
1970s7.1%97%Oil crisis, OPEC embargo, stagflation
1980s5.6%72%Volcker rate hikes, gradual disinflation
1990s3.0%34%Great Moderation, tech productivity boom
2000s2.6%29%Dot-com bust, housing bubble, GFC
2010s1.8%19%Post-recession, ultra-low rate environment
2020–20244.8%27%Pandemic stimulus, supply chain crisis, 2022 peak at 8%

Understanding Inflation and Your Money

The Silent Wealth Destroyer

Inflation is often called the "hidden tax" because it steadily erodes cash savings without any visible deduction. At just 3% annual inflation, $100 loses nearly half its purchasing power in 24 years. This calculator makes that invisible damage visible — and helps you build a strategy to fight back.

Category-Specific Erosion

General CPI averages mask significant variation. Education costs have averaged ~6% annually over 20 years, medical care ~4.7%, and housing ~4.1% — all substantially above the headline rate. If your spending is concentrated in these categories, your personal inflation rate is likely higher than reported CPI.

Protecting Your Purchasing Power

The break-even principle is simple: your investments must earn more than the inflation rate after taxes to preserve real wealth. High-yield savings accounts, Treasury Inflation-Protected Securities (TIPS), Series I Savings Bonds, real estate, and broad market equities have all historically outpaced inflation over long periods — though with varying risk profiles.

Planning in Today's Dollars

When setting retirement goals, always think in "today's dollars." A $1 million goal sounds substantial, but at 3.5% inflation over 25 years, you'd need $2.36 million to maintain the same purchasing power. The Goal Planner tab converts your real-dollar targets into the nominal savings you actually need to accumulate.