Money & investing

Pension lump sum versus monthly payout calculator

Compare a pension lump sum with single-life and survivor payment streams under your chosen durations and discount rate.

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Compare a pension lump sum with single-life and survivor payment streams under your chosen durations and discount rate.

Worked example comparison
ExampleOutputWhat to notice
Worked exampleJoint and survivor payment value4,80,000 currency unitsAt zero discount, 2,000 for 180 months plus 1,000 for 120 months totals 480,000. The 2,300 single-life payments total 414,000 over the first 180 months.
Discount future payments at 4%Joint and survivor payment value3,26,726.85 currency unitsLater payments carry less value today when the discount rate is positive.

Check your understanding

Why use an effective annual discount rate?

The calculator converts it to a monthly equivalent so twelve months of discounting reproduce the stated one-year rate.

What does the “Discount future payments at 4%” setting illustrate?

Later payments carry less value today when the discount rate is positive.

Behind the numbers

How this calculation works

The single-life stream stops at the entered first period. The joint stream then changes to the entered survivor share for the additional period. Both are valued at today using the equivalent monthly rate.

THE FORMULAPresent value = sum of each monthly payment divided by (1 + monthly discount rate) raised to its payment month.

A worked example

At zero discount, 2,000 for 180 months plus 1,000 for 120 months totals 480,000. The 2,300 single-life payments total 414,000 over the first 180 months.

Good to know

Fixed nominal payments and user-selected durations. Cost-of-living adjustments, taxes, mortality probabilities and plan-specific protections are outside the comparison.

How the inputs affect the result

Run more than one duration scenario. A survivor benefit can change the outcome when payments continue for years after the original pensioner dies, especially at lower discount rates.

Later payments carry less value today when the discount rate is positive.

Where the calculation applies

Fixed nominal payments and user-selected durations. Cost-of-living adjustments, taxes, mortality probabilities and plan-specific protections are outside the comparison.

For a related calculation, see the Annuity payout calculator with withdrawal schedule.

A few questions, answered

Why use an effective annual discount rate?

The calculator converts it to a monthly equivalent so twelve months of discounting reproduce the stated one-year rate.

What does the “Discount future payments at 4%” setting illustrate?

Later payments carry less value today when the discount rate is positive.

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