Raise Calculator
A raise percentage becomes a new salary by multiplying by one plus the percentage as a decimal. A four percent rise on $68,000 is $70,720 — an extra $2,720 a year, or about $227 a month before tax and withholding.
The calculator below reports the new salary, the annual gain and the monthly difference. Seeing all three matters, because a percentage sounds like a decision about fairness while the monthly figure is what actually changes.
What is this raise worth?
Negative percentages work too, which is occasionally the number you need for a reduced-hours arrangement.
Percentage, dollars and the month in hand
The same raise reads very differently depending on which unit you look at, and the unit chosen in a conversation is rarely neutral. A percentage flatters small salaries; a dollar figure flatters large ones.
The table converts common increases on a $68,000 salary. The monthly column is the one worth carrying into a decision, because it is the figure that meets an actual budget.
| Raise | New salary | Extra a year | Extra a month |
|---|---|---|---|
| 2% | $69,360 | $1,360 | $113 |
| 3% | $70,040 | $2,040 | $170 |
| 5% | $71,400 | $3,400 | $283 |
| 8% | $73,440 | $5,440 | $453 |
| 12% | $76,160 | $8,160 | $680 |
These are gross figures. What reaches your account is lower, and by how much depends on withholding rather than on the raise itself.
A raise below inflation is a pay cut
Nominal pay and real pay are different things. If prices rise faster than your salary, a raise that looks positive has still reduced what your income buys, and the arithmetic is simply the difference between the two rates.
The approximation most people use — subtract inflation from the raise — is close enough for small numbers. The exact version divides one by the other: a three percent raise against four percent inflation leaves real pay at 1.03 divided by 1.04, or about 0.99, a real reduction near one percent.
This page deliberately does not quote a current inflation rate. These are static pages, and a figure written into the prose would be wrong within months. Take the current rate from the source that publishes it and run the comparison yourself — the point is the habit of comparing, not any particular year number.
The same raise against different inflation
One person, one raise rate, held for ten years. The nominal column never changes — that is the salary on the payslip — and the third column is what it buys, measured against the day they started.
The rows separate on the sign. Where inflation runs below the raise, real pay grows and the raise did what it appeared to do. Where it runs above, the payslip still shows a larger number every year while the standard of living quietly falls, and nothing in the pay review would have said so.
That is the case for doing this comparison annually rather than at the moment of the offer. A single below-inflation year is minor; the same gap repeated is a real reduction large enough to notice, arriving without a single pay cut being announced.
| If inflation averages | Nominal salary after 10 years | Worth in today's money | Real change |
|---|---|---|---|
| 1% | $80,635 | $72,998 | +$12,998 |
| 2% | $80,635 | $66,149 | +$6,149 |
| 3% | $80,635 | $60,000 | −$0 — a real cut |
| 4% | $80,635 | $54,474 | −$5,526 — a real cut |
| 5% | $80,635 | $49,503 | −$10,497 — a real cut |
Illustrative: a $60,000 salary raised 3% a year for ten years, against a range of average inflation rates. The rates are spaced to show the effect, not forecast — the current figure is published by the Bureau of Labor Statistics.
Compounding is why the early years matter most
Raises are almost always applied to the current salary, so each one is calculated on the base every previous raise built. The gap between two career paths widens without anybody making a dramatic decision.
Two people start at $60,000. One averages three percent a year, the other four. After ten years the first is on about $80,600 and the second about $88,800 — a difference of more than $8,000 a year, produced entirely by a single percentage point compounding.
The practical implication is that a starting salary and an early raise are worth more than they appear, because every later increase is a percentage of them. It is also why a lateral move that resets the base upward can outperform several years of internal increases.
| Average annual raise | Salary after 10 years | Increase | Versus the best row |
|---|---|---|---|
| 2% | $73,140 | $13,140 | $24,594 behind |
| 3% | $80,635 | $20,635 | $17,099 behind |
| 4% | $88,815 | $28,815 | $8,919 behind |
| 5% | $97,734 | $37,734 | — |
A promotion that raises the base is worth more over time than a one-off bonus of the same size, because only one of them compounds. Illustrative: a $60,000 starting salary held for ten years at each average raise rate.
Preparing the conversation
The calculator gives you the arithmetic. What makes a case is evidence that the work has changed, and a specific number rather than a feeling.
- Name a figure and a reason together. "I am asking for $74,000" invites a different conversation from "I was hoping for a bit more".
- Document scope that grew — systems you now own, people you train, work absorbed after somebody left. Growth in responsibility is the most defensible ground.
- Bring outside evidence of the market rate for the role as it now exists, not as it was written when you were hired.
- Ask what a raise is calculated against. Where increases are pooled and percentage-capped, the timing and the framing of the request matter as much as its size.
- Decide in advance what you will accept. A concrete answer to a counter-offer is worth more than a reaction to it.
When the percentage is not the real question
Some of what a raise is meant to fix is not money. A four percent increase attached to a materially larger job is a smaller offer than it appears, and the honest comparison is against the role you would be doing rather than the one you have.
Other components are negotiable and often easier for a manager to approve than base pay: a title that travels to the next employer, a training budget, remote days that remove a commute, or a review scheduled in six months rather than twelve. None shows up in this calculator, and any of them can be worth more than the percentage under discussion.
Frequently asked questions
Multiply your current salary by one plus the raise as a decimal. A four percent rise on $68,000 is 68,000 × 1.04 = $70,720. To find the percentage from two salaries instead, divide the increase by the old salary: a $2,720 rise on $68,000 is 0.04, or four percent.
Only relative to inflation and to what the role now involves. Against higher inflation it is a real-terms cut, and against a job that has grown substantially it may be low regardless. The percentage on its own carries almost no information.
Five percent of $68,000 is $3,400 a year, which is about $283 a month before tax. The take-home increase is smaller and depends on your withholding, so check a paycheck estimate before committing the difference to a monthly bill.
Because withholding applies to the additional income, and payroll deductions that are set as a percentage of pay also rise with it. The gross increase is what compounds into future raises, so it remains the number worth negotiating even though less of it reaches your account.
Far more than one percent, because raises compound on the base every previous raise built. In the illustrative table above, ten years separates a 3% average from a 4% average by roughly $8,000 a year — and a 2% average from a 5% average by nearly $25,000 a year. None of that requires a dramatic decision; it is a single percentage point repeated.
A base-salary increase generally wins over any horizon longer than a year or two, because only the base compounds — every future raise is a percentage of it, and so is the pension or retirement contribution calculated from it. A bonus of the same headline size is paid once. The exception is a bonus large enough to change something structural, like clearing high-rate debt.
The opposite, usually. Every future raise is a percentage of the base you carry, so an increase early on is multiplied by every increase that follows. One extra percentage point a year on a $60,000 start is worth more than $8,000 a year after a decade.