Racira Calculator

Retirement Calculator

Retirement Calculator

Your Plan
$
$

Including any employer match

Retirement Income
$

In today's money

$
$
Assumptions
Monthly Income at Retirement
$6,650.61
Covers your $5,000.00 of monthly expenses in today's money
Portfolio at Retirement$1,245,181.98
Portfolio Needed$750,000.00
Income Coverage133%
Retirement PlanValue
Years to retirement25.0 years
Current savings$150,000.00
Monthly saving$1,500.00
Total contributions$600,000.00
Investment growth$1,388,677.72
Portfolio at retirement$1,245,181.98
Portfolio needed$750,000.00
Withdrawal rate4.00%
Investment income$4,150.61 per month
Total monthly income$6,650.61
Monthly expenses$5,000.00
Monthly surplus or deficit+$1,650.61
Retirement AgePortfolioMonthly IncomeCoverage
Retire at 60$923,617.05$5,578.72112%
Retire at 65$1,245,181.98$6,650.61133%
Retire at 70$1,643,810.38$7,979.37160%
Summary Statistics
StatusOn track
Income Coverage133.0%
Extra Saving NeededNone
Safe Monthly Spending$6,650.61
Portfolio Covers41.5 years
Funded Until Age107
Real Return4.39%
Years to Retirement25.0

What Is a Retirement Calculator?

A retirement calculator answers one question: will the money you are accumulating cover the life you want when you stop working? It projects your current savings and monthly contributions forward to your retirement date, adds any Social Security or pension income, and then compares the total against your expected spending to show whether the plan holds together or leaves a gap.

Everything it reports is expressed in today's purchasing power. A portfolio of two million dollars in thirty-five years does not feel like two million today, so the projection is run at the real return, which is the expected return after inflation has been deducted. Expenses, benefits and income are all stated in today's money, which makes the comparison between what you will have and what you will need an honest one.

How It Works

Your savings are compounded monthly at the real rate of return until the retirement age you enter. Each monthly contribution is added as it is made, so money saved early does far more work than money saved in the final years. The result is the portfolio you would hold on the day you retire, measured in today's money, alongside the split between what you contributed and what the market produced.

On the income side, the calculator takes your monthly spending, subtracts Social Security and any pension, and divides the remaining shortfall by your withdrawal rate to get the portfolio you actually need. If the projected portfolio is smaller than that, the difference is converted into an extra monthly saving using the same real return, which is the number most people find most useful because it is directly actionable.

The scenario table then re-runs the projection at five years earlier and five years later than your chosen retirement age. Retiring earlier means fewer years of contributions and more years of withdrawals, while retiring later does the reverse and usually closes a gap with no change in spending at all.

Understanding Your Results

The primary card shows the monthly income your plan supports, and the three-stat bar compares the portfolio you will have with the portfolio you need and reports how much of your spending is covered. Everything below is in today's money unless a row says otherwise.

Coverage above 100 percent means the plan is funded with room to spare; below that, the coverage figure is the share of your spending the plan can support. A plan at 85 percent is not a failure, it simply means either spending a little less or saving a little more, and the extra-saving figure quantifies the second option precisely.

Remember that the withdrawal rate is a planning assumption rather than a promise. A portfolio drawn at 4 percent has historically lasted thirty years in most periods, but a poor first decade of returns is the real risk, which is why holding a year or two of spending in cash is a common defence. Re-run the numbers every few years: a raise, a market fall or a change in Social Security rules all move the answer, and the value of the projection is in noticing the drift before it becomes urgent rather than after.

Frequently Asked Questions

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