Salary increase calculator: pay raise calculator, salary increase percentage and the real raise after inflation
A salary increase is the current salary multiplied by the raise percentage. A 4 percent raise on $60,000 is $2,400, which makes the new salary $62,400, about $92.31 in each biweekly paycheck and roughly $1.15 an hour. To find the percentage instead, divide the dollar increase by the old salary, never the new one.
The calculator also does the two things a plain percentage will not tell you: what the raise is worth after inflation, and what it actually costs to give. Read on for the break even raise, the four different kinds of increase that should never share a budget, and why a merit raise in a year when the market moves mostly buys standing still.
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Salary increase calculator
- New salary
- Annual increase
- Per paycheck
- Per hour
Paid
At hours
Real increase after inflation
Prefilled with CPI-U at 3.4 percent for the 12 months ending July 2026. A raise below that figure is a pay cut in real terms.
Cost to the employer
The increase plus of employer FICA. Social Security is 6.2 percent up to the $184,500 wage base for 2026 and Medicare is 1.45 percent with no cap.
Or work out the percentage
That is a raise of , worth a year.
Know if this raise still lands inside a defensible band.
Build a bandHow to calculate a salary increase, in both directions
There are only two calculations here and people reliably get one of them backwards. Going forward, you know the percentage and want the money. Going backward, you know both salaries and want the percentage. The second one is where the mistake lives, because it is tempting to divide by the new salary.
Percentage to dollars
new salary = current salary x (1 + percent / 100)
$60,000 with a 4 percent raise is $60,000 x 1.04, which is $62,400. The increase itself is $2,400.
Dollars to percentage
percent = (new salary - old salary) / old salary x 100
$60,000 to $63,000 is a $3,000 gap, and $3,000 / $60,000 is 0.05, so 5 percent. Divide by $63,000 instead and you get 4.76 percent, which is the wrong answer to a different question.
The denominator matters because percentage change is always measured against the starting point. The 4.76 percent figure is real, but it answers "what share of the new salary is the raise", which nobody asked. If a spreadsheet is producing raise percentages that look slightly low across the board, this is almost always why.
To express the raise per paycheck, divide the annual increase by the number of pay periods: 26 for biweekly, 24 for semimonthly, 52 for weekly, 12 for monthly. Biweekly and semimonthly are not the same, which is the same trap that shows up in PTO accrual arithmetic. For an hourly figure, divide the annual increase by annual hours, normally 2,080. One caveat on the 26: a biweekly year sometimes holds 27 paydays, and the pay period calculator will tell you whether yours is one of them before you quote a per paycheck figure.
For an hourly employee you can skip the annual round trip entirely and apply the percentage to the hourly rate: 4 percent on $22.00 an hour is $0.88, giving $22.88. Just remember that for nonexempt staff the new rate feeds into the FLSA regular rate, so every overtime hour after the raise costs 1.5 times the new number, not the old one.
A raise on $60,000, by percentage
| Raise | Per year | Biweekly | Per hour | Real |
|---|---|---|---|---|
| 2% | $1,200 | $46.15 | $0.58 | -1.4% |
| 3% | $1,800 | $69.23 | $0.87 | -0.4% |
| 4% | $2,400 | $92.31 | $1.15 | +0.6% |
| 5% | $3,000 | $115.38 | $1.44 | +1.5% |
| 6% | $3,600 | $138.46 | $1.73 | +2.5% |
| 8% | $4,800 | $184.62 | $2.31 | +4.4% |
| 10% | $6,000 | $230.77 | $2.88 | +6.4% |
Per hour at 2,080 hours. The real column divides one plus the raise by one plus CPI-U at 3.4 percent for the 12 months ending July 2026, which is why 3 percent lands slightly negative.
The break even raise, and the year a 3 percent increase was a pay cut
Every raise has two numbers. The one on the letter, and the one left after prices moved. Most raise calculators only produce the first, which is how a company ends up genuinely surprised that a round of 3 percent increases landed badly.
The break even raise is the 12 month change in the Consumer Price Index. BLS reported that CPI-U rose 3.4 percent over the 12 months ending July 2026, following 3.5 percent for the 12 months ending June. So 3.4 percent is roughly the number that holds purchasing power flat. Below it, real pay falls even though the salary rose.
This is not a theoretical worry, and the government publishes the proof. In the Employment Cost Index for June 2026, BLS reported that wages and salaries for private industry workers rose 3.1 percent over the year, and then added, in the same paragraph, that "inflation-adjusted (constant dollar) wages and salaries decreased 0.4 percent over the year." The average American private sector worker got a raise and still went backwards.
Two practical consequences follow. First, if you are budgeting a merit pool, the pool percentage and the inflation rate are different questions and should be discussed separately. Second, if you are explaining a raise to an employee, they already know what their grocery bill did. A 3 percent raise presented as generous, in a 3.4 percent inflation year, reads as either out of touch or evasive. Presented honestly, alongside where they now sit in their band, it reads as a real conversation.
The arithmetic is a division, not a subtraction. A 5 percent raise against 3.4 percent inflation is not a 1.6 percent real gain, it is 1.05 divided by 1.034, or 1.55 percent. The gap is small at these levels and grows quickly at higher numbers, so subtraction is a fine mental shortcut and a poor spreadsheet formula.
Official US pay and price growth
| Measure | 12 mo | Source |
|---|---|---|
| Wages and salaries, private industry | +3.1% | ECI, June 2026 |
| Wages and salaries, civilian workers | +3.2% | ECI, June 2026 |
| Wages and salaries, state and local government | +3.4% | ECI, June 2026 |
| Benefit costs, private industry | +3.8% | ECI, June 2026 |
| CPI-U, all items | +3.4% | CPI, July 2026 |
| CPI-U, less food and energy | +2.5% | CPI, July 2026 |
| Constant dollar wages, private industry | -0.4% | ECI, June 2026 |
All figures from the BLS Employment Cost Index news release for June 2026 and the Consumer Price Index news release for July 2026. Both are free, published on a fixed schedule, and do not sit behind a survey subscription.
Why use the ECI at all
The ECI holds the mix of jobs fixed between periods, so it measures what happens to pay for the same work rather than what happens when the workforce shifts toward higher or lower paying occupations. That is exactly the question a merit budget is asking, and it is why the ECI is a better benchmark for a raise pool than an average wage figure that moves when hiring patterns change.
Four different raises that should never share one budget
The word "raise" covers four distinct decisions with four different justifications, and the single most common compensation mistake in a growing company is paying for all of them out of one merit pool. When that happens, the person who got promoted and the person whose market rate moved both eat into the budget meant to reward performance, and everybody ends up with roughly the same disappointing number.
| Type | What it pays for | Trigger | Where the money comes from |
|---|---|---|---|
| Merit increase | Individual performance in the current job | Annual or semiannual review cycle | The merit pool, distributed unevenly |
| Market adjustment | The band moved even though the person did not | A survey refresh showing the range has shifted | A separate correction budget, off cycle |
| Promotion increase | A different job at a higher level | A level change, usually with new scope | Headcount budget for the new level |
| Cost of living adjustment | Prices, applied at the same rate to everyone | Annual, usually indexed to CPI | Whole payroll, since it is across the board |
The distinction that saves the most money is the second row. A market adjustment is not a reward and should not be presented as one. If your survey data says a role that paid $70,000 last year now pays $74,000, the employee sitting at $70,000 has not earned anything, but they have become underpaid, and the cost of ignoring it is a resignation followed by a replacement hired at the new number anyway. Handling it as a separate, explicitly non merit correction keeps the merit pool doing its actual job.
A true cost of living adjustment is the most expensive item on this list because it goes to everyone at the same rate. At 3.4 percent across a $4 million payroll that is $136,000 before payroll taxes, and none of it is targeted. Most US employers under 200 people fold the inflation question into the merit pool instead and set the pool with the ECI in mind, which is the pragmatic version of the same idea.
Promotion increases deserve their own rule because a percentage is the wrong instrument. A promotion moves someone to a different band, so the right question is where they should land inside the new range, not what percentage gets them out of the old one. A 10 percent promotion increase that leaves the person below the minimum of their new band has not finished the job, and you will be back within a year.
Once the four types are separated, the merit conversation gets easier, because a merit matrix can allocate the pool by crossing performance rating with position in the band. Two strong performers get different percentages, on purpose, because one of them is already paid above midpoint and the other is not.
What the raise did to compa ratio, which is the number that matters
A raise percentage describes the movement. It says nothing about the destination. Two people can both receive 4 percent and end up in completely different places relative to what their jobs pay, and only one of those outcomes is a retention risk you have solved.
The measure that answers the destination question is compa ratio, the salary divided by the midpoint of the band for that job. At $60,000 in a band with a $70,000 midpoint, compa ratio is 0.857, meaning the person is paid about 86 percent of the market rate for the work.
Now give that person a 4 percent raise. Salary goes to $62,400 and compa ratio goes to 0.891, which looks like real progress. But bands move too. If the survey refresh pushed the midpoint up 3 percent to $72,100, the new compa ratio is $62,400 divided by $72,100, or 0.865. The raise was real, the money left the budget, and the employee moved from 0.857 to 0.865. Almost the entire increase was spent standing still.
This is the arithmetic behind the complaint that raises never seem to close a gap. They cannot, unless the raise exceeds the movement in the band. To actually improve position, the percentage has to beat the market shift, and to hold position it has to match it. That is the same relationship as the inflation calculation in section 02, applied to your own pay structure instead of to prices.
Which is why the raise conversation and the salary band conversation are the same conversation. Without a current midpoint you can calculate a percentage but you cannot tell whether it accomplished anything, and neither can the person receiving it.
A 4 percent raise in a year the band moved 3 percent
| Before | After | |
|---|---|---|
| Salary | $60,000 | $62,400 |
| Band midpoint | $70,000 | $72,100 |
| Compa ratio | 0.857 | 0.865 |
| Movement | +4.0% pay | +0.008 position |
Same person, same job, a genuine raise, and a compa ratio that barely moved. Hold the midpoint flat and the same 4 percent would have taken them to 0.891.
The compression side effect
Raises are given to individuals and felt by teams. Give 6 percent to a new hire brought in near the top of the band and 3 percent to a tenured employee below midpoint, and you have manufactured pay compression on purpose without intending to. Checking the after picture across the whole team, not just per person, catches this before payroll does.
What a raise actually costs, and why it never stops costing it
The number in the letter is not the number that leaves the bank account. A raise carries payroll taxes with it, and unlike a bonus it repeats every year forever and raises the base for every future percentage. A bonus looks cheaper for exactly that reason, though only until somebody promises it as a take home figure and it has to be grossed up, which adds roughly 53 percent on top of the amount the employee receives.
Employer FICA is 7.65 percent: 6.2 percent for Social Security and 1.45 percent for Medicare. Social Security stops at the contribution and benefit base, which the Social Security Administration set at $184,500 for 2026. Medicare has no cap. So a $3,000 raise on a $60,000 salary carries $229.50 of employer tax and costs $3,229.50, while the same $3,000 raise on a $200,000 salary carries only the 1.45 percent Medicare share, or $43.50, because the wage base was already exhausted.
Then there are the costs that ride along quietly. Anything you calculate as a percentage of salary moves with it: a 401(k) match, employer paid life and disability, PTO accrual valued in dollars, and any bonus target expressed as a percentage of base. If your match is 4 percent, the $3,000 raise is really $3,349.50 before anyone counts benefits that are priced per head rather than per dollar.
The compounding is the part that gets underestimated in planning. A raise is not a one time expense; it is a permanent increase to the base that every future raise is calculated on. Give 5 percent this year and next year's 4 percent is computed on $63,000 instead of $60,000, so it costs $120 more than it otherwise would have. Over a decade the base effect dwarfs the payroll tax.
None of this is an argument against raises. It is an argument for knowing the loaded number before the conversation, so the offer you make is one you can repeat next year. A raise you have to walk back is more expensive than a smaller one you can sustain.
A $3,000 raise, loaded
| Component | Rate | Cost |
|---|---|---|
| The raise | 5% of $60,000 | $3,000.00 |
| Social Security | 6.20% | $186.00 |
| Medicare | 1.45% | $43.50 |
| 401(k) match | 4.00% | $120.00 |
| Year one total | $3,349.50 |
Social Security applies while pay stays under the $184,500 wage base for 2026 set by the Social Security Administration. State unemployment insurance normally does not add anything here, because most wage bases are exhausted early in the year.
Prorated raises, off cycle increases and the bracket myth
Prorated for a mid year hire
Someone who started in September has not had a full year in the job, so a full merit increase is usually prorated by months of service. Nine months of a 4 percent raise is 4 times 9 divided by 12, or 3 percent. Prorate the percentage, then apply it, rather than prorating the dollars, or the new base will be wrong going forward.
Off cycle and effective dates
A raise effective mid pay period is normally split, with the old rate applied to days before the effective date and the new rate after. The annual budget impact is also partial: a 5 percent raise effective October 1 costs a quarter of its annual value in the year it is granted and the full amount every year after, which is the line most first budgets miss.
The tax bracket myth
A raise cannot reduce take home pay by moving someone into a higher bracket, because federal brackets are marginal. Only the dollars above the threshold are taxed at the higher rate. The one thing worth checking is a benefits cliff, where crossing an eligibility threshold changes a subsidy, which is a real effect and a different mechanism entirely.
One more edge case is worth a rule of its own. When a nonexempt employee gets a raise, check whether the new salary crosses the exempt salary threshold, because crossing it does not by itself change anything. The salary level is only one of three tests, and an employee who now earns enough is still nonexempt unless the duties test is also met. Raising someone over the line and quietly reclassifying them is a common and expensive mistake.
The reverse case matters too. Raising an hourly employee raises the cost of every overtime hour by 1.5 times the increase, so a department that regularly runs overtime sees a bigger budget impact than headcount alone suggests. If a role averages 5 overtime hours a week, a $1.15 an hour raise costs about $8.63 a week in overtime premium on top of the base increase, which the overtime calculator will price for a specific week.
Frequently asked questions about salary increases
How do you calculate a salary increase?
Multiply the current salary by the raise percentage divided by 100, then add it to the current salary. A 4 percent raise on $60,000 is $60,000 times 0.04, or $2,400, giving a new salary of $62,400. To go the other way, subtract the old salary from the new one and divide by the old salary.
How much is a 3 percent raise?
Three percent of the current salary. On $60,000 that is $1,800 a year, which is $69.23 in each of 26 biweekly paychecks and about $0.87 an hour on a 2,080 hour schedule. With CPI running at 3.4 percent over the year ending July 2026, a 3 percent raise is a small cut in real terms.
How do you calculate raise percentage?
Subtract the old salary from the new salary, divide the result by the old salary, then multiply by 100. Going from $60,000 to $63,000 is a $3,000 difference, and $3,000 divided by $60,000 is 0.05, so 5 percent. Always divide by the old figure, not the new one.
How much is a 5 percent raise?
Five percent of the current salary. On $60,000 it is $3,000 a year, $115.38 per biweekly paycheck and about $1.44 an hour at 2,080 hours. Measured against 3.4 percent inflation it is a real gain of roughly 1.5 percent, and it costs the employer about $3,229.50 once payroll taxes are added.
How do you calculate a raise per hour?
Divide the annual dollar increase by annual hours, normally 2,080 for a full time schedule. A $2,400 raise is $2,400 divided by 2,080, or about $1.15 an hour. For an hourly employee you can work directly in hourly terms instead: a 4 percent raise on $22.00 an hour is $0.88, giving $22.88.
How do you calculate a raise based on inflation?
Use the 12 month change in the Consumer Price Index as the break even figure. CPI-U rose 3.4 percent over the 12 months ending July 2026, so a 3.4 percent raise leaves real purchasing power flat. Divide one plus the raise by one plus inflation to get the real change in pay.
What is the average salary increase?
The most reliable free US figure is the BLS Employment Cost Index. Wages and salaries for private industry workers rose 3.1 percent over the 12 months ending June 2026, and 3.2 percent for civilian workers. BLS also reported that constant dollar private wages and salaries fell 0.4 percent over that same year.
What is a good salary increase?
A good raise beats inflation and moves the employee toward the right point in their band. With CPI at 3.4 percent and the ECI at about 3.1 percent, a raise near 4 percent roughly holds position, while a raise below 3.4 percent is a real terms cut however positive the number looks on paper.
How do you calculate a merit increase?
Take the merit budget as a percentage of total base pay, then distribute it by performance and by position in the band. A merit matrix does this by crossing a performance rating with a compa ratio range, so strong performers low in their band receive more than strong performers already above midpoint.
How do you calculate a cost of living raise?
Multiply the current salary by the 12 month CPI change. At 3.4 percent, a $60,000 salary needs $2,040 to stay level. A true cost of living adjustment goes to everyone at the same rate regardless of performance, which is what makes it different from and much more expensive than a merit raise.
How do you calculate a raise after taxes?
Apply the marginal tax rate to the increase only, not to the whole salary. Federal brackets are marginal, so a raise never reduces take home pay by pushing someone into a higher bracket. Only the dollars above the bracket threshold are taxed at the higher rate, and the rest are unaffected.
How much does a raise cost an employer?
More than the raise. Employer FICA adds 7.65 percent while pay stays under the $184,500 Social Security wage base for 2026, so a $3,000 raise costs $3,229.50. The raise is also permanent and compounds, because every future percentage increase is calculated on the higher base.
A raise percentage is easy. Knowing it was the right number is not.
Wagelist builds defensible salary bands for teams under 200, so every increase can be measured against a current midpoint instead of last year's guess, and you can tell whether the money actually moved anyone.
Keep going
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Compa ratio calculator
Where a salary sits against its band midpoint, before and after the raise.
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Merit matrix
How to split a merit pool by performance and position in the band.
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BLS salary data
The free federal wage source behind the benchmarks, and its limits.
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Salary structure
Grades, ranges and midpoints, which is what a raise is moving through.