Money LongevityComputed in your browser

How long could my money last?

One deterministic scenario, month by month, with the withdrawal rising each year. This is not a probability of success. It is a single path you can check, and a grid showing how little it takes to move it.

Your scenario

The capital runs out inMonth 278That is 23 years and 2 months of withdrawals, starting at $2,500 a month and rising 2% a year. $872,579 is drawn in total, and the last month pays out only what is left of it.Move the return by 2% either way and the withdrawal by 10%: the same scenario empties as early as 16.7 years, and in some of those variants it does not empty inside the bound at all. The answer is a property of the assumptions.
What is left of the capital, year by year?What the capital has left

The month's return is applied first, then the withdrawal is taken, and the rise lands once a year on the anniversary. The return is a nominal assumption; the withdrawal rises separately. This is one deterministic path under the figures you set: it is not a forecast, and no percentage is attached to it.

Show the figures
YearCapital leftMonthly withdrawal, year ahead
Year 0$500,000$2,500
Year 1$494,319$2,550
Year 2$487,739$2,601
Year 3$480,205$2,653
Year 4$471,656$2,706
Year 5$462,029$2,760
Year 6$451,255$2,815
Year 7$439,266$2,872
Year 8$425,986$2,929
Year 9$411,337$2,988
Year 10$395,236$3,047
Year 11$377,598$3,108
Year 12$358,329$3,171
Year 13$337,334$3,234
Year 14$314,511$3,299
Year 15$289,753$3,365
Year 16$262,947$3,432
Year 17$233,976$3,501
Year 18$202,713$3,571
Year 19$169,028$3,642
Year 20$132,782$3,715
Year 21$93,831$3,789
Year 22$52,019$3,865
Year 23$7,187$3,942
Year 24$0$0
Year 25$0$0
Year 26$0$0
Year 27$0$0
Year 28$0$0
Year 29$0$0
Year 30$0$0
Year 31$0$0
Year 32$0$0
Year 33$0$0
Year 34$0$0
Year 35$0$0
Year 36$0$0
Year 37$0$0
Year 38$0$0
Year 39$0$0
Year 40$0$0

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