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Savings Withdrawal Calculator

Use this savings withdrawal calculator to estimate how long a savings balance can support monthly withdrawals after deposits and return assumptions.

Planning estimate

Live calculator

Savings withdrawal

Savings lasts26 months

2.2 years before balance reaches zero.

Final balance$0.00

Balance at the end of the simulation window.

Net monthly draw$2,000.00

Withdrawal minus deposits before investment return.

Use this as a planning estimate. Taxes, fees, rates, account terms, provider policies, local rules, and timing can change real-world results.

Formula

Savings withdrawal formula

Next balance = current balance x (1 + monthly return) + deposits - withdrawals; repeat monthly until balance reaches zero

This is a planning estimate. Returns are assumed steady, but real savings and investments can fluctuate.

How to use

Steps

  1. Enter your current savings balance.
  2. Enter the amount you expect to withdraw each month.
  3. Add monthly deposits if money will still be coming in.
  4. Enter an annual return assumption if the balance earns interest or investment return.

Example

Sample calculation

Starting savings$50,000
Withdrawal$2,000/month
Annual return3%
Duration27 months

Calculator use

Best for

  • Estimating savings, budget, debt, tax, interest, retirement, or net-worth scenarios before changing a money plan.
  • Comparing monthly contributions, withdrawals, balances, interest rates, payoff order, or tax assumptions with the math visible.

Before relying on it

Check first

  • Treating an estimate as tax filing advice, investment advice, guaranteed return, or an official account balance.
  • Leaving out fees, taxes, inflation, irregular bills, employer benefits, penalties, changing rates, or timing differences.
  • Comparing scenarios with different time horizons, compounding assumptions, or gross versus after-tax amounts.

Details

What to know before using the result

Scenario inputsstarting savings, monthly withdrawal, and monthly deposits

Keep starting savings and monthly withdrawal aligned to the same scenario so savings duration represents a consistent calculation.

Method checkSavings withdrawal formula

The tool applies Next balance = current balance x (1 + monthly return) + deposits - withdrawals; repeat monthly until balance reaches zero to the entered values, then keeps savings duration, examples, assumptions, and limits visible for review.

Source notes

References used for this calculator

Investor.govProvides a compound-interest planning model that accepts monthly contributions or negative contributions for withdrawals.

Benchmarks

How to read the result

Under 6 months: Short runway.

Worth reviewing spending, income, or backup plans quickly.

6 - 24 months: Planning window.

Useful for job transitions, sabbaticals, relocation, or near-term retirement planning.

24+ months: Longer cushion.

Still sensitive to withdrawal size, returns, inflation, and surprise expenses.

Calculator accuracy

Methodology and assumptions

Formula, inputs, limitations and review record
Formula

Next balance = current balance x (1 + monthly return) + deposits - withdrawals; repeat monthly until balance reaches zero

Inputs used

Starting savings, Monthly withdrawal, Monthly deposits, Annual return

Limitations

Money results are planning estimates. Actual taxes, account terms, rates, fees, timing, local rules, and provider policies can change the real-world result.

Review record

Catalog QA baseline on June 6, 2026. This date marks the catalog-wide automated and editorial QA baseline, not a tool-specific expert review.

Cite this page

Toolkit Shelf. Savings Withdrawal Calculator. https://toolkitshelf.com/tools/savings-withdrawal-calculator

FAQ

Common questions

How do I calculate how long savings will last?

Subtract net monthly withdrawals from the balance each month, add any return, and repeat until the balance reaches zero.

Does this account for inflation?

No. It keeps withdrawals fixed. For long plans, inflation can make future spending higher.

Can savings last indefinitely?

In this model, savings can last indefinitely if deposits and returns cover the withdrawal. Real-world results can vary.