Percentage Raise
New Pay = Base × (1 + Raise % ÷ 100)
A 5% raise on a $60,000 salary adds $3,000, producing $63,000 gross annually and +$115.38 per biweekly check.
Use the percentage control →Evaluate salary increases, percentage merit adjustments, and flat wage increases. See your new annual compensation and exact paycheck difference instantly.
Last updated: · 2026 references: 2.8% COLA · 1.0% federal (EO 14368) · 3.8% military basic pay · Gross only
2026 references: 2.8% SSA COLA · 1.0% federal civilian (EO 14368) · 3.8% active-duty military basic pay (FY2026 NDAA, P.L. 119-60). Dollar presets are mode-aware ($/yr vs $/hr).
Private workyear 40h × 52w = 2,080h. Federal civilian uses 2,087h per 5 U.S.C. § 5504(b) — see Federal calculator. Gross only — before tax/withholding.
Gross before tax and withholding. This calculator does not estimate take-home pay.
Unadjusted 52-week / 260-day basis. PTO-adjusted = new-hourly × 8 × (260 − holidays − PTO) (Calc.net pattern).
Choose the calculation that matches your offer. The calculator returns gross salary, hourly-rate, and paycheck changes; it does not calculate taxes, withholding, or take-home pay.
New Pay = Base × (1 + Raise % ÷ 100)
A 5% raise on a $60,000 salary adds $3,000, producing $63,000 gross annually and +$115.38 per biweekly check.
Use the percentage control →New Pay = Base + Flat Increase
A +$2,500 annual increase on a $50,000 salary produces $52,500 gross, or +$96.15 per biweekly check. In hourly mode, enter the increase as $/hr.
Use the flat-dollar control →Future Pay = Starting Pay × (1 + r)n
A 4% annual raise on $65,000 compounds to $79,082.44 after five years, before comparing with inflation.
See the multi-year model →Gross annual examples using a 26-paycheck year and 2,080 work hours.
| Raise | Annual increase | New annual gross | Biweekly gain | Hourly gain |
|---|---|---|---|---|
| +2% | +$1,000.00 | $51,000.00 | +$38.46 | +$0.48 |
| +3% | +$1,500.00 | $51,500.00 | +$57.69 | +$0.72 |
| +5% | +$2,500.00 | $52,500.00 | +$96.15 | +$1.20 |
| +10% | +$5,000.00 | $55,000.00 | +$192.31 | +$2.40 |
To find your new pay, multiply your current pay by your raise rate. Then add that gain to your base pay. For example, a 5% raise on a $60,000 salary adds $3,000 each year. That is an extra $115.38 on each biweekly paycheck.
Most jobs give pay bumps as a percent once a year. If your boss gives a flat cash raise, just add that cash directly to your base salary. Use these simple formulas for quick math:
New Pay = Base × (1 + (Rate % ÷ 100))Raise $ = New Pay - Base PayCheck Gain = Raise $ ÷ 26A higher base salary raises your overtime pay. Check your updated 1.5x rate with our Overtime Pay Calculator. If you want to convert your new hourly wage into annual pay, use the Hourly Rate to Salary Converter. For civil service step promotions, visit the Federal Pay Raise 2026 Calculator.
A 5% pay raise adds $2,000 per year to a $40,000 salary, $3,500 to a $70,000 salary, and $5,000 to a $100,000 salary. Here is the exact breakdown for 26 biweekly paychecks:
Official 2026 benchmarks include the 2.8% Social Security COLA raise, the 1.0% federal pay raise under EO 14368, and the 3.8% military basic pay raise under the FY2026 NDAA. Private company raises average between 3.5% and 4.0%.
A merit raise comes from your boss for good job work. A cost of living raise helps keep up with prices. Do not confuse government benchmarks with private company offers.
As of . Sources: SSA 2026 COLA guidance · EO 14368 Federal Register notice · OPM 2026 GS tables · CRS military pay primer.
| Adjustment | 2026 reference | How to use it |
|---|---|---|
| Employer merit increase | Offer-specific | Enter the percentage or flat-dollar amount your employer approved. |
| SSA COLA | 2.8% · SSA 2026 | A Social Security reference adjustment, not a universal employee raise. |
| Federal GS adjustment | 1.0% · EO 14368 | Federal civilian base pay; 2026 locality percentages remain frozen at 2025 levels. |
| Active-duty military basic pay | 3.8% · FY2026 NDAA / P.L. 119-60 / 37 U.S.C. § 1009 | Effective January 1, 2026; separate from the retired-pay COLA and allowance schedules. |
These dated references are context, not a promise of eligibility. Use the official notice for the specific program and verify the effective date before relying on it for payroll planning.
New annual gross across salary tiers for 3%, 5%, 7%, and 10% raises. Rounded to the nearest dollar; all cells exact to $.00 at 2026 factors. Federal 2026 = 1.0% (EO 14368); COLA 2026 = 2.8% — use presets above for those.
| Current Base | +3% | +5% (Standard) | +7% (High Merit) | +10% (Promotion) |
|---|---|---|---|---|
| $40,000 | $41,200 | $42,000 | $42,800 | $44,000 |
| $50,000 | $51,500 | $52,500 | $53,500 | $55,000 |
| $60,000 | $61,800 | $63,000 | $64,200 | $66,000 |
| $70,000 | $72,100 | $73,500 | $74,900 | $77,000 |
| $80,000 | $82,400 | $84,000 | $85,600 | $88,000 |
| $90,000 | $92,700 | $94,500 | $96,300 | $99,000 |
| $100,000 | $103,000 | $105,000 | $107,000 | $110,000 |
| $120,000 | $123,600 | $126,000 | $128,400 | $132,000 |
| $150,000 | $154,500 | $157,500 | $160,500 | $165,000 |
Pay raises grow faster over multiple years due to compounding. Each yearly raise builds on your newest pay rather than your starting pay. When your raise rate beats inflation, your real wealth expands year after year.
Each annual pay bump builds on the last one. A 4.0% annual raise on a $65,000 base salary grows into $79,082.44 after 5 years—giving you $1,082.44 more than simple addition:
Future Salary = Starting Base × (1 + Annual Raise %)^Years| Year | Nominal | Real (÷(1+i)^t) | Yr gain |
|---|
Nominal salary compounds forward: Starting salary × (1 + raise rate)^year. Real salary removes the effect of the selected inflation rate: Nominal salary ÷ (1 + inflation rate)^year. The real column is an illustrative comparison, not a purchasing-power guarantee.
A pay raise raises your gross check. Divide your yearly raise by your pay periods. That gives 26 checks for biweekly pay or 52 checks for weekly pay. Because US tax brackets are progressive, only your new extra dollars face the higher tax rate.
A higher base salary never leaves you with less take-home pay. Only the specific dollars above the tax bracket threshold face the higher rate. To see exact tax withholding for your state, check our state-specific tools like the Texas Paycheck Calculator (no state income tax) or the California Paycheck Calculator.
Only dollars inside a bracket face that rate. The 2026 Single 12%/22% boundary is $50,400 taxable income (Joint $100,800): a raise pushing $2,000 across it taxes just that $2,000 at 22%. Standard deduction: $16,100 single / $32,200 joint.
Most workers keep 68% to 78% of each new dollar after federal tax, FICA (6.2% to $184,500 + 1.45% Medicare), and state tax. Use our Hourly Paycheck Calculator for full tax math.
Convert 2,080 annual work hours to equivalent salary.
Net pay distribution across 26 vs 24 pay cycles.
Calculate take-home pay after federal & FICA taxes.
Calculate 1.5x time-and-a-half and double-time rates.
2026 GS grades with 58 OPM locality pay areas.
Estimate take-home savings under overtime tax exemption.
Texas wages with 0% state income tax withholding.
California tax brackets with 1.1% SDI withholding.
Direct answers for percentage raises, flat-dollar increases, multi-year compounding, and the dated 2026 COLA, federal, and military references.
New Pay = Current Pay × (1 + (Raise % ÷ 100)). For an annual salary, a 5.0% raise on $60,000 adds $3,000/yr ($63,000.00 total, +$115.38 per biweekly paycheck). For hourly employees, a 4.0% merit increase on $25.00/hr adds $1.00/hr ($26.00/hr total), yielding +$2,080.00 in annual gross earnings across 2,080 standard annual work hours. All results are gross before tax and withholding.
A flat-dollar raise adds the same dollar amount to the base: New Pay = Current Pay + Flat Increase. For a $50,000 annual salary, a +$2,500 increase produces $52,500 gross annual pay, +$96.15 per biweekly paycheck, and +$1.20/hour over 2,080 hours. In hourly mode, enter the increase as dollars per hour rather than dollars per year. The calculator does not estimate taxes or withholding.
To calculate retroactive back pay, multiply the difference between your new pay rate and old pay rate by the total regular and overtime hours worked during the retroactive period: Back Pay = (New Rate - Old Rate) × Retroactive Hours Worked. For salaried workers, divide the annual pay bump by 26 biweekly periods (or 52 weeks) and multiply by the number of retroactive pay cycles elapsed.
A 3% pay raise adds $0.75/hr to a $25.00/hr wage ($25.75/hr total, +$1,560.00/yr) and $0.90/hr to a $30.00/hr wage ($30.90/hr total, +$1,872.00/yr). On an annual salary, a 3% raise yields +$1,500/yr on $50,000 ($51,500 total), +$1,800/yr on $60,000 ($61,800 total), and +$2,250/yr on $75,000 ($77,250 total).
A raise can move some earnings into a higher marginal tax bracket, but the gross salary still increases. The amount withheld can change with allowances, deductions, credits, and filing status, so this calculator intentionally stops at gross before tax and withholding rather than claiming a take-home amount.
There is no single federal average merit increase. Dated 2026 reference points are the 2.8% SSA COLA (SSA 2026 COLA guidance), the 1.0% federal GS across-the-board increase (EO 14368, with locality pay frozen at 2025 levels), and the 3.8% active-duty military basic-pay adjustment (FY2026 NDAA, P.L. 119-60, under 37 U.S.C. § 1009, effective January 1, 2026). Employer merit awards are individual; use the percentage or dollar amount in your offer rather than treating a benchmark as a guaranteed raise. Calculator outputs are gross before tax and withholding.
There is no single universal employer average for a 2025 or 2026 merit increase. Awards depend on the employer, performance or promotion decision, budget, and salary band. Use your actual offer percentage. For dated context only, the 2026 references are 2.8% for the SSA COLA, 1.0% for the federal GS across-the-board adjustment, and 3.8% for active-duty military basic pay; none is a guaranteed private-sector merit average.
Pay raises compound exponentially: Future Salary = Base Salary × (1 + r)^n. A 4.0% annual raise on $60,000 across 5 years compounds to $72,999.17 ($60,000 × 1.04⁵), producing $999.17 more than simple linear addition. The compounding table above models multi-year growth against inflation across 1 to 40 years.