Retirement Calculator – Nest Egg Target
Retirement target = annual expenses × 25 (the 4% rule).
- See how 500/month at 7% grows to ≈610,000 in 30 years and what gap remains.
Figures are estimates from this calculator’s standard formula — adjust the inputs in the tool below for your exact number.
How Does the Retirement Calculator Work?
Retirement math has two halves: the pot you need and the pot your savings will produce. The target comes from the 4% rule — annual spending divided by a safe 4% withdrawal rate equals 25 times expenses. Example: retiring on 40,000 a year needs roughly 1,000,000. The savings side uses compound growth of monthly contributions: 500 per month at 7% annual (r = 0.00583) for 30 years (n = 360) accumulates 500 × ((1.00583)^360 − 1) ÷ 0.00583 ≈ 610,000, of which only 180,000 is deposits — the rest is growth. That leaves a 390,000 gap on our target, closable by raising the monthly contribution to about 820, adding 15 more years, or counting other income like pensions. Every decade you delay starting roughly halves the required monthly payment for the same outcome.
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Step 1
Enter the annual income you want in retirement — typically 70–80% of salary.
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Step 2
The tool multiplies it by 25 to set the nest-egg target (4% rule).
- 3
Step 3
Enter current savings, monthly contribution, expected return and years to retirement.
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Step 4
Read the projected pot, the shortfall, and the adjusted contribution needed.
Use Cases
Retirement number discovery
Converting a vague "comfortable retirement" into a concrete target
Catch-up planning after 50
Sizing extra contributions when the runway is short
Early retirement test
Checking whether FIRE at 55 is plausible on current savings
Pension top-up decisions
Comparing voluntary contributions against taxable investing
Common Mistakes
Ignoring inflation before retiring
Assuming 10%+ returns
Forgetting healthcare
FAQs
How much do I need to retire?
What will 500 a month be worth in 30 years at 7%?
What is the 4% rule?
How do catch-up contributions help after 50?
When can I retire if I have 600,000 saved?
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Project savings growth with FV = P(1+r)^n + PMT×((1+r)^n−1)/r: 5,000 plus 300 monthly at 4% becomes about 51,600 in 10 years.