Future Salary Calculator
Enter your current salary, the annual raise rate you expect, and how many years you want to look ahead. The calculator shows your projected nominal salary, its real purchasing power after inflation, and a full year-by-year schedule. Results update as you type.
Formula
Worked example
Starting at $60,000 with 4% annual raises over 10 years: $60,000 x (1.04)^10 = $60,000 x 1.4802 = $88,815. With 3% inflation, real value = $88,815 x (0.97)^10 = $88,815 x 0.7374 = $65,489. The effective real raise rate = (4% - 3%) / 1.03 = 0.97% per year.
How the future salary formula works
Your future salary is calculated with compound growth: Future Salary = Current Salary x (1 + raise rate)^years. The raise rate is treated as compounding annually, the same way compound interest works in savings. A 4% raise each year does not simply add 4% x years to your salary; instead each year's raise applies to the already-raised salary from the prior year, so growth accelerates over time. For example, $60,000 growing at 4% for 10 years reaches about $88,815, not the $84,000 you would get from simple (non-compounding) addition.
Why inflation matters for your real salary
A higher nominal salary does not always mean higher purchasing power. Inflation steadily erodes what each dollar can buy, so the calculator also computes your real salary: the inflation-adjusted value in today's dollars. If your salary grows at 4% per year but inflation runs at 3%, your effective real raise is only about 0.97% per year - barely perceptible. If inflation exceeds your raise rate, your real salary actually falls even as your paycheck grows. The calculator uses the formula Real Salary = Future Salary x (1 - inflation)^years to show both the nominal figure and what it is actually worth.
Nominal vs. real salary: the key distinction
Nominal salary is the raw dollar amount on your pay stub - it does not adjust for price changes. Real salary is the purchasing-power-equivalent in today's dollars. When negotiating a raise or evaluating a job offer, focus on the real number: if inflation is 3% and you are offered a 3% raise, your standard of living stays flat. A raise below inflation is a pay cut in everything but name. This calculator makes that gap visible by showing both figures side by side, along with the effective real raise rate derived from the Fisher approximation.
Choosing realistic inputs
The usefulness of any projection depends on realistic assumptions. For raise rate, check recent Bureau of Labor Statistics wage growth data for your industry, and consider whether your career trajectory involves promotions or lateral moves (which carry different typical increases). For inflation, the US Federal Reserve targets 2%, but realized inflation has ranged widely. Using 2.5-3% gives a reasonable long-run average for planning purposes. The longer the time horizon, the more uncertainty compounds, so treat the output as a range of plausible futures rather than a single forecast.
Typical annual raise rates by scenario
| Scenario | Typical raise rate | Notes |
|---|---|---|
| Cost-of-living adjustment only | 2-3% | Matches average inflation - no real gain |
| Average merit increase (US) | 3-5% | BLS private-sector wage growth 2020-2024 |
| Strong performer / promotion | 6-10% | Includes role change or promotion bump |
| Job change / market re-price | 10-20% | Switching employers often yields a bigger jump |
| High-demand tech / finance roles | 5-15% | Varies widely by specialty and market cycle |
| Stagnant or declining sector | 0-2% | Below inflation - real pay cut over time |
Benchmarks to help you choose a realistic raise rate. Source: Bureau of Labor Statistics and industry surveys.
Frequently asked questions
What is the future salary formula?
The formula is: Future Salary = Current Salary x (1 + annual raise rate)^years. The raise rate compounds annually, meaning each year's raise applies to the previous year's (already raised) salary rather than to your starting pay. This mirrors how investment returns compound over time.
What is the difference between nominal and real future salary?
Nominal future salary is the raw projected dollar amount at the given raise rate. Real future salary adjusts that figure for inflation, converting it back into today's purchasing power. A $100,000 nominal salary in 10 years with 3% inflation is worth only about $74,000 in today's dollars - that difference is the real cost of inflation on your earnings.
What annual raise rate should I use?
For most US workers, 3-5% per year is a reasonable base assumption for merit raises, broadly in line with historical private-sector wage growth. A promotion or job change can temporarily push your rate to 10-20%. If you are simply estimating cost-of-living adjustments, use your expected inflation rate. The reference table on this page lists benchmarks by scenario.
What inflation rate should I use?
The US Federal Reserve targets 2% inflation annually, but realized CPI inflation has averaged closer to 2.5-3% over recent decades, and has spiked higher in certain periods. For a conservative long-run projection, 2.5-3% is a commonly used planning assumption. Use a lower rate for short time horizons where recent data is more predictive.
Why is my real salary lower than my current salary even with a positive raise?
If your raise rate is below the inflation rate you entered, inflation outpaces your salary growth. For example, a 2% raise with 3% inflation means your effective real raise is about -0.97% per year. Over many years, that compounds to a meaningful drop in purchasing power, even though your nominal dollar figure is higher. This is why financial planners emphasize matching or beating inflation with salary growth.
Can I use this calculator for a specific number of pay raises?
Yes - just set "number of years" to the number of raises you expect. The formula applies one compounding raise per year, so entering 5 years means exactly five annual raises are applied. The year-by-year schedule table shows the exact figure after each raise.