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Updated 2026-09-02 · Income · Educational use only ·
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Raise vs Promotion Calculator

Cash value comparison: raise vs promotion.

Compare cash value of a raise against a promotion including title, responsibility, and pay changes across remaining career.

What this tool does

This calculator compares two salary paths over a remaining career and reports the gap between them. A raise and a promotion are each treated as a permanent lift to pay, received in every remaining year and grown at the annual rate entered, and the headline figure is the difference between the two cumulative totals. Both lifts are multiplied by the same growing-annuity factor, so the cumulative totals sit in exactly the ratio of the two lifts, and the difference is the gap between the lifts multiplied by that factor. Current salary is validated but does not enter the arithmetic, which means the result turns on the size of each step, the years remaining and the growth rate rather than on the base the step is added to. Where the raise is larger than the promotion lift the result reports the raise ahead instead. The comparison is gross and salary-only: it excludes tax, pension contributions, payroll deductions, non-cash benefits, and the differences in hours, responsibility or risk that a promotion usually carries.

Quick answer: with the default values, the result is $322,444.49 (Promotion Wins By). Adjust the values below for your own figures.


Enter Values

People also use

Formula Used
Annual raise amount
Annual promotion lift
Annual growth rate applied to both paths
Remaining career years
Growing-annuity factor, equal to n when growth is zero
Cumulative value of the raise path
Cumulative value of the promotion path
Gap between the two paths, the primary result, reported in favour of the larger lift

Disclaimer

Results are estimates for educational purposes only. They do not constitute financial advice. Consult a qualified professional before making financial decisions.

This calculator compares two salary paths over a remaining career and reports the gap between them. A raise and a promotion are each treated as a permanent lift to pay, carried forward and grown at the same annual rate, and the headline figure is the difference between the two cumulative totals rather than either total on its own.

One structural point is worth having up front: the same growth factor is applied to both paths, so the cumulative totals sit in exactly the same ratio as the two lifts entered. Current salary is validated but does not enter the arithmetic, which means the result depends on the size of each step and on time, not on the base it is added to.

Quick example

With a 3,000 raise, a 15,000 promotion lift, 20 remaining years and 3% annual growth, the raise path accumulates 80,611.12 and the promotion path 403,055.62, leaving a difference of 322,444.49. The promotion total is exactly five times the raise total, matching the five-to-one ratio of the two lifts.

Which inputs matter most

Everything turns on a single growing-annuity factor, which at 20 years and 3% growth works out at 26.87. Both lifts are multiplied by it, so the difference is simply the gap between the two lifts multiplied by that factor: 12,000 times 26.87 gives the 322,444.49 on screen.

Years remaining and annual growth are the only inputs that move the factor. On the same 12,000 gap, ten years gives 137,566.55, twenty gives 322,444.49 and thirty gives 570,904.99. Raising growth from 3% to 5% over twenty years lifts the difference to 396,791.45. Current salary changes nothing at all, and the two lift amounts scale the answer proportionally rather than changing its shape.

What's happening under the hood

Each lift is treated as a growing annuity: the lift is received in every remaining year and grown at the annual rate, so its cumulative value is the lift multiplied by the quantity one plus the growth rate raised to the number of years, less one, divided by the growth rate. Where growth is set to zero that expression is undefined, so the calculator falls back to multiplying the lift by the number of years, which at twenty years and no growth gives 60,000 for the raise and 300,000 for the promotion.

Why small rate shifts add up

An extra 12,000 a year sounds like a single number until it is carried forward. At 3% growth the same gap is worth 137,566.55 across ten remaining years, 322,444.49 across twenty and 570,904.99 across thirty. Nothing about the step changes between those three figures; only the number of years it is collected for.

That is why the years-remaining input often moves the comparison more than the size of the step does. Someone five years from retiring and someone thirty years from it are answering different questions with the same two offers in front of them.

What this doesn't capture

Tax bands, pension contributions, payroll deductions and non-cash benefits sit outside this calculation, so the figure is a gross comparison rather than a take-home one. The model also applies one growth rate to both paths, when a promotion commonly moves someone onto a different band with its own progression, and it ignores current salary entirely, so it cannot show band or threshold effects at all.

Where pay progression is the question rather than a single step, employers in the European Union are required to make the criteria used for pay and pay progression available to workers, and the essential aspects of an employment relationship, remuneration among them, have to be provided in writing. Those documents are where the actual progression rules for a given role sit.

Where to go next

This calculation rarely sits alone in a planning exercise. Related tools include the raise negotiation calculator, the career earnings peak calculator, and the notice period value calculator, each answering a different question in the same territory.

Why the gap compounds

A raise and a promotion look similar in the month they land and diverge over a career, because both are applied to every remaining year and then grown again. The calculator compounds each lift at the annual growth rate entered, so the figure it returns is the gap between two salary paths rather than one year's difference.

The mechanism is simpler than it looks, and simpler than it is often described. Both lifts are multiplied by the same factor, so nothing compounds differentially between the two paths: the promotion total is five times the raise total purely because 15,000 is five times 3,000. What compounds is the gap itself, from 12,000 in the first year to 322,444.49 across twenty.

What the comparison leaves out

Two assumptions do a lot of work here. The growth rate is applied identically to both paths, when a promotion often moves someone onto a different band whose progression differs from the one they were on. And nothing outside salary is captured, so a promotion carrying longer hours, relocation, on-call duty or a different bonus structure looks identical to one that does not.

The years-remaining input is the quickest way to see how much of the advantage depends on time rather than on the size of the step: dropping it from twenty to ten more than halves the difference, from 322,444.49 to 137,566.55.

Example Scenario

Comparing a $3,000 raise against a $15,000 promotion lift across 20 years at 3% annual growth, the gap between the two cumulative salary paths is $322,444.49, shown alongside each path's cumulative total.

Inputs

Current Salary:$60,000
Raise Amount:$3,000
Promotion Lift:$15,000
Years Remaining:20
Annual Growth:3%
Expected Result$322,444.49
Expected Result breakdown
Raise Cumulative$80,611.12
Promotion Cumulative$403,055.62
Years Remaining20
Annual Growth3.00%

This example uses sample figures for illustration. Adjust the inputs above to match a specific situation and see how the result changes.

Sources & Methodology

Methodology

The calculator treats each salary lift as a growing annuity, received in every remaining year and grown at the annual rate entered. Cumulative value for each path is the lift multiplied by the factor obtained from one plus the growth rate raised to the number of years, less one, divided by the growth rate; where the growth rate is zero the calculator falls back to multiplying the lift by the number of years. The headline result is the promotion path's cumulative total less the raise path's, reported in favour of whichever is larger. Because both lifts share the same factor, the cumulative totals sit in exactly the ratio of the two lifts and the difference equals the gap between them multiplied by that factor. Current salary is required and validated but does not enter the calculation. The model assumes one growth rate applies equally to both paths, when a promotion often moves a role onto a different band with its own progression. It does not account for income tax, pension or payroll deductions, non-cash benefits, bonus structures, relocation or on-call costs, changes in hours or responsibility, job security, or the timing of when a step actually takes effect. Results are gross salary comparisons for illustration.

Frequently Asked Questions

Does a promotion always win out?
No, and the calculator will show the reverse whenever the numbers point that way. The comparison depends entirely on the two amounts entered, because both lifts are multiplied by the same growth factor: whichever lift is larger produces the larger cumulative total, in exactly the proportion of the two lifts. Entering a 20,000 raise against a 5,000 promotion lift returns a result of 403,055.62 in the raise's favour on the loaded years and growth rate. What makes promotions win in the typical framing is that the step is usually larger, not anything structural about promotions. Beyond the cash, a promotion generally carries changes the model does not price at all, including responsibility, hours, reporting lines and exposure, which is why the headline figure answers one part of the question rather than the whole of it.
Counter-offer value?
A promotion offer and a competing raise both carry information about how a role is valued, which is separate from the cash comparison this tool runs. That information has a formal side worth knowing about: employers in the European Union are required to make available the criteria used to determine pay and pay progression, and the essential aspects of the employment relationship, remuneration included, must be provided in writing. Where those criteria are published, they show what a given step is worth structurally rather than as a one-off negotiation. The calculator's role in that conversation is narrow but useful, since it converts a headline difference into a cumulative one: a 12,000 gap reads very differently at 12,000 than at the 322,444.49 it accumulates to across twenty years at 3% growth.
Responsibility risk?
Management and senior roles commonly bring longer hours, responsibility for other people's work, and exposure to outcomes outside direct control, and none of that appears anywhere in this calculation. The model prices a salary step and nothing else. That matters when comparing a large promotion lift against a smaller raise, because the two are not like-for-like even when the arithmetic is clear: the promotion figure is buying a different job as well as a different salary. One way to bring it into view is to work out what the difference amounts to per additional hour or per additional week of work expected, using the cumulative figure rather than the headline step, since the cumulative figure is what the additional commitment actually earns.
Stacking — both?
The calculator compares one path against the other rather than adding them, so a promotion that also carries a pay rise is entered as a single combined lift in the promotion field, with the raise field set to whatever the alternative offer is worth on its own. Entering both separately compares them rather than stacking them. On the arithmetic, a combined step behaves exactly like a single step of the same size, since every lift is multiplied by the same growth factor: a 15,000 promotion plus a 3,000 rise accumulates to the same total as an 18,000 promotion. Where a title change arrives without any pay attached, the promotion field takes zero and the comparison becomes the raise against nothing, which is a legitimate scenario the tool handles.

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