Pay Raise Calculator – What Is Your Raise Really Worth?

Five raises, five paychecks — and the inflation verdict

Every figure below was run through the calculator above, starting from its default — a $60,000 salary at 40 hours a week, paid every two weeks (26 paychecks), with a 4% raise — and changing one thing at a time. All figures are gross, before tax and deductions: the calculator shows what the raise is worth on paper, and the page is explicit that what reaches a paycheck after tax is smaller, because raises are taxed at your highest marginal rate.

The first three rows teach the habit the page exists to build: always convert to the same rung before comparing. A 10% raise sounds dramatically larger than a 4% raise, and in annual terms it is — $6,000 against $2,400 — but per paycheck the gap is $230.77 against $92.31, and per hour $2.88 against $1.15. The flat $3,000 raise sits between them in every column: $63,000 a year, exactly 5%, $250 a month, $115.38 a paycheck, $1.44 an hour. Percentage, amount and target salary are three descriptions of one number, which is why the three boxes above stay in sync as you type: edit any one and the other two keep up. An offer described as “$3,000 more” and an offer described as “5%” are the same offer on a $60,000 salary, and the calculator’s job is to stop the description from doing the negotiating.

The page’s own rung table makes the same point across salaries: on $60,000, every single percentage point is $600 a year, so 2% gives $61,200, 3% gives $61,800, 4% gives $62,400 and 5% gives $63,000. On $40,000 the same percentages give $40,800, $41,200, $41,600 and $42,000 — each point worth only $400 — while on $100,000 each point is worth $1,000. A “good” percentage is therefore meaningless without the salary it applies to, and a small percentage on a large salary can be worth more dollars than a large percentage on a small one. Compare offers in dollars per year first, and only then in percentages.

The inflation rows are where the headline meets reality. The nominal raise never changes in these rows — it stays 4%, $62,400 a year — but what that pay buys does. With 3% inflation entered, the real raise is +0.97% and the new pay is worth $60,582.52 in today’s money: a genuine raise, but barely a third of the headline once prices have had their say. With 2% inflation, the real raise is +1.96% and today’s-money pay is $61,176.47. With 5% inflation, the real raise is −0.95% and today’s-money pay is $59,428.57 — less buying power than the $60,000 the old pay gives today. On paper it is a raise; in the shop it is a cut, and the calculator says so in exactly those terms. The real raise is worked out by dividing, not subtracting — (1 + raise) ÷ (1 + inflation) − 1 — which is why the quick rule of thumb, raise minus inflation, gives roughly but not exactly the same answer, and why the page uses the exact division on an inflation figure you type in yourself, never one it fetches for you.

Negotiating with the calculator, not against it

Two habits protect you from misreading an offer, and both are built into how this page works. The first is to convert everything to the same rung before comparing — annual to annual, hour to hour — because the same raise wears very different clothes in different units. The page’s own hourly example makes the point: $25 an hour at 40 hours a week is $52,000 a year (25 × 40 × 52), and a raise of $1.50 an hour sounds small until it is converted — $3,120 a year, a full 6%. An employer offering “$1.50 more an hour” and an employer offering “6%” are making the same offer to that worker, and the hourly framing makes it look smaller. Run both offers through the same rung and the framing disappears.

The second habit is to remember that this year’s raise is the base for every future one. A percentage point negotiated now does not pay once; it quietly repeats for the rest of your time in the role, because every future raise applies to the new, higher salary. On $60,000, the difference between a 4% raise and a 5% raise is $600 in the first year — but it is also $600 embedded in the base from which the next raise is calculated, and the one after that. That compounding of the base is why negotiating the percentage, rather than accepting the first flat amount offered, matters more than the first year’s dollars suggest, and why the page shows the per-hour and per-paycheck figures alongside the annual one: the annual figure is the honest one to judge by, but the base effect is the reason to fight for it.

One final caution, also from the page itself: the paycheck never looks as big as the headline, and that is not a defect in the calculator. The $2,400 default raise arrives as $92.31 a paycheck before tax, and after tax and deductions it arrives smaller still, because the extra dollars are taxed at your highest marginal rate. None of that makes the raise small; it makes the annual, pre-tax figure the right one to compare offers by, and the take-home figure a separate question for the take-home pay calculation. Judge the offer on the annual raise, check it against inflation for the real raise, convert it to your rung for the comparison — and then, and only then, ask what it looks like in a paycheck.

The offer letter, translated: frequency, hours, and the base

Two settings on this page change how a raise looks without changing what it is worth, and both are worth understanding before you judge an offer. The first is how often you are paid. The default is every two weeks, 26 paychecks a year, which is why the $2,400 raise arrives as $92.31 a paycheck. Switch the pay frequency to monthly, 12 paychecks a year, and the annual answer does not move at all — the new pay is still $62,400 — but the same $2,400 is now split twelve ways instead of twenty-six, so each paycheck carries $200 of the raise instead of $92.31. Nothing about the offer changed; only the slicing did. That is why per-paycheck figures should never be compared across different pay frequencies, and why the annual figure is the only rung that is comparable between every offer, every employer, and every pay schedule.

The second is hours. The hourly figure on this page is the annual pay divided by hours per week times 52 weeks, so it moves when the hours move even if the salary does not. At 40 hours a week the default $62,400 is $30.00 an hour; at 35 hours a week the same $62,400 is $34.29 an hour — the same annual pay, a higher hourly rate, because fewer hours are doing the earning. The trap runs both ways. An offer that raises the hourly rate while cutting hours can leave annual pay unchanged or lower, and an offer that looks flat per hour can be a real raise if hours fall. Always check which rung moved: if the annual figure moved, the offer changed your income; if only the hourly figure moved, the hours changed, not the money.

There is a third translation the calculator cannot do for you, and it is the most important one in any negotiation: base pay is not total compensation. A raise to base salary repeats every year and compounds into every future raise, every bonus calculated as a percentage of salary, and every pension contribution tied to pay. A one-off bonus, however generous, pays once and then disappears from the base. An offer with a smaller base raise and a larger bonus can look equal in year one and fall behind every year after, because the bonus does not repeat while the base raise does. When you compare two offers, separate the repeating money from the one-off money first, run the repeating money through this calculator, and judge the one-off money as what it is: welcome, but not a raise.

Put together, the translation of any offer letter is four lines: the new annual base pay, the raise in dollars and in percent, the real raise after the inflation figure you choose, and what is one-off rather than base. This page gives you the first three — $62,400, $2,400 at 4.00%, and the real raise at whatever inflation you enter — and the fourth is yours to separate by reading the letter. An offer that is strong on all four lines is a strong offer; an offer that is strong on only one of them is usually strong only in the sentence that describes it.

There is one more comparison the calculator invites and that offer letters rarely make explicit: the raise against the market, not just against inflation. Inflation tells you whether your pay kept up with prices; it says nothing about whether it kept up with what similar roles now pay. A 4% raise that beats 3% inflation is still a falling-behind raise if the market rate for the role rose 8% in the same year — your buying power grew while your market position shrank. The calculator cannot tell you the market rate, and no honest page would pretend to: that figure comes from job postings, recruiters and peers, not from arithmetic. But the discipline is the same as with inflation — pick the comparison figure yourself, from evidence you can defend, and run the same division. A raise that beats inflation but trails the market is a reason to negotiate, not a reason to celebrate, and it is a distinction the headline figure alone will never show you.

Finally, keep a record of the numbers behind each negotiation, in the same format every time: old annual pay, new annual pay, raise in dollars and percent, inflation entered, real raise, and today’s-money pay. The default negotiation on this page would read: $60,000 to $62,400, $2,400 at 4.00%, 3% inflation, +0.97% real, $60,582.52 in today’s money. A year later, the same five lines for the next negotiation give you a history that no single offer letter can argue with — whether your pay has actually grown in real terms across the years, or whether a series of headline raises has quietly stood still. Raises are remembered as percentages and felt as paychecks; the record that matters is the annual, inflation-checked one, kept in the same format, year after year.

And when the answer is a no — when the raise offered does not beat inflation, does not match the market, or does not survive conversion to the annual rung — the calculator gives you the language for the reply. Not a complaint about the paycheck, which is the smallest and most misleading rung, but a statement about the annual figure and the real raise: the offer is $62,400 against $60,000, a 4.00% nominal raise that is a −0.95% real raise at 5% inflation, worth $59,428.57 in today’s money. Stated that way, the negotiation is about purchasing power and market position, not about a feeling, and the employer’s response has to engage with the same arithmetic. A calculator cannot negotiate for you, but it can make sure you walk in knowing exactly which number is doing the talking.