Compare growth factors, not just percentage points
Nominal raise rate = new pay ÷ current pay − 1. Real raise rate = (1 + nominal raise rate) ÷ (1 + entered inflation rate) − 1.
Simply subtracting inflation from the nominal raise is only an approximation because the exact calculation divides one growth factor by the other. The difference is often small, but the exact relationship keeps the bases consistent.
A 60,000 to 63,000 comparison
With current pay of 60,000, new pay of 63,000, and entered inflation of 3%, the inflation-adjusted baseline is 61,800. The calculator then produces the outputs below.
| Measure | Result | What it answers |
|---|---|---|
| New annual pay | 63,000 | The proposed annual gross amount. |
| Absolute raise | 3,000 | The nominal currency-unit increase. |
| Nominal raise rate | 5% | Growth before the inflation assumption. |
| Real raise rate | About 1.9417% | Growth after comparing the two growth factors. |
| Real pay increase | About 1,165.05 | The inflation-adjusted increase in current-pay units. |
Treat inflation as a scenario input
Run low, base, and high inflation assumptions that are meaningful to your comparison. Ask whether the time horizon and inflation measure match the period represented by the pay figures; the calculator does not import a live index or predict a future rate.
A higher entered rate reduces the real-change result, while a lower entered rate increases it. Preserve the nominal result so the scenario assumption never gets mistaken for part of the offer.
Check what changed outside base annual pay
- Confirm whether weekly hours, responsibilities, or location changed with the offer.
- Compare tax effects separately rather than reading gross change as take-home change.
- Review benefits and recurring compensation components that are not included here.
- Keep signing payments and other one-off amounts separate from a permanent raise.
Separate a raise from contingent pay
Use Bonus for a payout that depends on a target or probability rather than treating it as certain base-pay growth. Use Total Compensation when benefits and other recurring components must join the comparison. Open Pay Raise and its methodology for the exact calculator rules.
How the Pay Raise Calculator calculation works
realRaiseRate = (1 + nominalRaiseRate) ÷ (1 + inflationRate) − 1
- realRaiseRate
- Real raise
- nominalRaiseRate
- Nominal raise rate
- inflationRate
- Inflation assumption
The calculator and article use this relationship consistently; the article does not reimplement the calculation.
newPay = compare mode ? entered newPay : raise-rate mode ? currentPay × (1 + nominalRaiseRate) : currentPay × (1 + targetRealRaiseRate) × (1 + inflationRate)
- newPay
- New annual pay
- mode
- Calculation mode
- currentPay
- Current annual pay
- nominalRaiseRate
- Nominal raise rate
- targetRealRaiseRate
- Target real raise rate
- inflationRate
- Inflation assumption
The calculator and article use this relationship consistently; the article does not reimplement the calculation.
absoluteRaise = newPay − currentPay
- absoluteRaise
- Annual pay change
- mode
- Calculation mode
- currentPay
- Current annual pay
- newPay
- New annual pay
- nominalRaiseRate
- Nominal raise rate
- targetRealRaiseRate
- Target real raise rate
- inflationRate
- Inflation assumption
The calculator and article use this relationship consistently; the article does not reimplement the calculation.
nominalRaiseRate = newPay ÷ currentPay − 1
- nominalRaiseRate
- Nominal raise rate
- mode
- Calculation mode
- currentPay
- Current annual pay
- newPay
- New annual pay
- targetRealRaiseRate
- Target real raise rate
- inflationRate
- Inflation assumption
The calculator and article use this relationship consistently; the article does not reimplement the calculation.
realPayIncrease = newPay ÷ (1 + inflationRate) − currentPay
- realPayIncrease
- Real pay increase
- mode
- Calculation mode
- currentPay
- Current annual pay
- newPay
- New annual pay
- nominalRaiseRate
- Nominal raise rate
- targetRealRaiseRate
- Target real raise rate
- inflationRate
- Inflation assumption
The calculator and article use this relationship consistently; the article does not reimplement the calculation.
Current gross annual pay of 60,000, proposed pay of 63,000 and an inflation assumption of 3%.
Inputs used in the Pay Raise Calculator worked example
| Input | Entered value | What it represents | Source class |
|---|---|---|---|
| Calculation mode | Compare current and new pay | Compare two pay figures, enter a raise rate, or target a real raise. | user decision |
| Current annual pay | 60,000 currency units/year | Current gross annual pay before the raise. | user record |
| New annual pay | 63,000 currency units/year | Proposed gross annual pay used in comparison mode. | user record |
| Nominal raise rate | 0.05 decimal rate | Raise as a decimal, where 0.05 means 5%. | user assumption |
| Target real raise rate | 0.02 decimal rate | Desired after-inflation raise as a decimal. | user decision |
| Inflation assumption | 0.03 decimal rate | Inflation over the comparison period as a decimal. | user assumption |
Choose the right Pay Raise Calculator basis or mode
| Choice | How to use it |
|---|---|
| Compare current and new pay | Compare two pay figures, enter a raise rate, or target a real raise. |
| Enter nominal raise rate | Compare two pay figures, enter a raise rate, or target a real raise. |
| Target real raise rate | Compare two pay figures, enter a raise rate, or target a real raise. |
Worked example: Pay Raise Calculator
The calculator normalizes the inputs above, applies Real raise, and returns the outputs below. The displayed result is therefore reproducible in the linked calculator.
| Measure | Result | Interpretation |
|---|---|---|
| New annual pay | 63,000 currency units/year | The proposed or calculated gross annual pay. |
| Annual pay change | 3,000 currency units/year | New annual pay minus current annual pay. |
| Nominal raise | 0.05 share of current pay | The gross pay change before adjusting for inflation. |
| Real raise | 0.02 after-inflation rate | The raise after applying the entered inflation assumption. |
| Real pay increase | 1,165.05 current-value currency units/year | New pay expressed in current purchasing-power terms minus current pay. |
Interpret the result and test New annual pay
- New annual pay: 63,000 currency units/year. The proposed or calculated gross annual pay.
- Annual pay change: 3,000 currency units/year. New annual pay minus current annual pay.
- Nominal raise: 0.05 share of current pay. The gross pay change before adjusting for inflation.
- Real raise: 0.02 after-inflation rate. The raise after applying the entered inflation assumption.
- Real pay increase: 1,165.05 current-value currency units/year. New pay expressed in current purchasing-power terms minus current pay.
| Result | Baseline | Changed-input scenario | How to read it |
|---|---|---|---|
| New annual pay | 63,000 currency units/year | 69,300 currency units/year | The proposed or calculated gross annual pay. |
| Annual pay change | 3,000 currency units/year | 9,300 currency units/year | New annual pay minus current annual pay. |
| Nominal raise | 0.05 share of current pay | 0.16 share of current pay | The gross pay change before adjusting for inflation. |
| Real raise | 0.02 after-inflation rate | 0.12 after-inflation rate | The raise after applying the entered inflation assumption. |
| Real pay increase | 1,165.05 current-value currency units/year | 7,281.55 current-value currency units/year | New pay expressed in current purchasing-power terms minus current pay. |
Checks that are specific to Pay Raise Calculator
- A zero raise with zero inflation returns no real change.
- A raise equal to inflation is approximately flat in real terms.
- Rates at or below negative 100% return an input error.
What this Pay Raise Calculator guide includes and excludes
- Pay figures use the same annual gross basis.
- The inflation rate is a user-entered scenario, not a forecast.
- Tax, benefits and hours are unchanged.
Sources and method boundary
- Pay Raise Calculator methodology — Wage101 (accessed 2026-07-27): Canonical formulas, units, validation, calculator behavior and limitations.