CalcStack — free, instant, no signup. The interactive calculator loads automatically.

Job Hop Calculator

On an $80k salary, a 15% hop is worth +$58,710 over five years — and the breakeven premium against $5k of switching costs is just 1.3%.

The "loyalty tax" is measurable: wage trackers (Atlanta Fed, ADP) have shown job switchers out-earning stayers most years since 2021, typically by 3–8% annually. On an $80k salary, a 15% hop premium compounding over five years produces $483,440 versus $424,731 for staying — a $58,710 gap, $53,857 in present value even after a $5,000 switching cost. The counterweight is the cost line most people never total: unvested 401(k) match, unvested RSUs, ESPP holding windows, a December departure that forfeits a full annual bonus, and a health-plan deductible that resets. This calculator runs both paths with honest growth assumptions and tells you the minimum premium that makes the jump pay — usually far lower than people assume.

Why people use this

Employees with an offer in hand use it before deciding: a 15% hop on $80k is +$58,710 over five years after switching costs, and the breakeven premium is just 1.3% — but unvested equity and bonus timing decide what the switch really costs.

How it works

  1. Enter your current salary and the new offer's premium over it.
  2. Enter the annual growth rate — applied to BOTH paths, which conservatively understates hopping.
  3. Total the one-time switching costs: unvested match, unvested equity, forfeited bonus, deductible reset.
  4. Set the horizon you're comparing over and a discount rate.
  5. Read the cumulative gap, the present-value advantage, and the minimum premium to break even.

Common questions

What switching costs should I actually total?

Everything that evaporates or resets at the transition. Unvested 401(k) match is the classic (check your vesting schedule — cliff and graded schedules both bite); unvested RSUs and options are often the giant for tech workers (the grant statement shows the number exactly); ESPP discounts in the holding window; and bonus timing — a December resignation commonly forfeits the entire annual bonus, which alone can exceed every other cost combined. Health insurance resets too: a new plan means a fresh deductible, so mid-year switches after heavy medical spend cost the accumulated progress. Add signing bonuses on the OTHER side — they exist partly to cover these frictions, so net them against the cost, not against the premium.

Is the same-growth assumption fair?

It's deliberately conservative — and still shows switching winning. In reality, stayers typically get 3–5% merit cycles while switchers reset to market with each move, so applying identical growth to both paths UNDERSTATES the hop advantage. The assumption exists for honesty, not accuracy: it isolates the premium and the switching cost so you can see the decision's skeleton without a compounding argument. If you want the full picture, run it twice — once at equal growth, once with stay-growth at your actual merit history — and the truth is somewhere between. The pattern that emerges in every version: over horizons of three years or more, even modest premiums swamp realistic switching costs.

What does the math miss?

Risk and the non-salary ledger. Risk: probation periods, unknown managers, last-in-first-out exposure in layoffs, and a resume pattern that reads flight-risk in conservative industries — hopping every 18 months closes doors even while it raises pay. Non-salary: title and scope (a hop to a bigger role compounds into the NEXT negotiation), remote flexibility, commute, and trajectory — none of which price into this calculator. And the strongest counterintuitive finding in comp data: the largest raise many people ever get from their CURRENT employer is the counteroffer triggered by having an outside offer — which means the option to hop has value even if you never take it. Run the numbers, then negotiate from knowledge either way.

Browse all 500+ free calculators →