Retirement risks: sequence of returns, inflation and longevity

A retirement plan is built on assumptions: what you will spend, what your savings will earn, how prices will move and how long the money needs to last. Each assumption can turn out differently. This guide gives an overview of the main risks to a retirement plan, explains each one in plain words and shows what our calculators do and don’t capture. It describes risks; it doesn’t predict them or tell you how to invest.

An overview of the main risks

Risk In one sentence Covered in our calculators?
Sequence of returns Bad years early in retirement hurt more than the same bad years later. No: tools #1–#3 use one steady return
Inflation Rising prices reduce what a fixed amount buys. Yes, as one average rate you choose
Longevity The money may need to last longer than planned. Partly: you choose the horizon or see how long it lasts
Market volatility Investment values rise and fall from year to year. No: a steady return is assumed
Healthcare costs Health spending can rise and differs by country. Only if you include it in your spending
Rule changes Pension ages, benefits and tax rules can change. No: check official sources
Currency Retiring abroad means spending in another currency. No conversion: every amount in one currency

The next sections explain each risk briefly.

Sequence-of-returns risk: why the order of returns matters

When you are only saving a lump sum and nothing goes in or out, the order of good and bad years doesn’t change where you end up. Growth factors multiply, and multiplication doesn’t depend on order. Once you start withdrawing, that changes. A fall early in retirement means you sell more of your investments at low prices to fund the same withdrawal, and that money is no longer there when markets recover.

Example (hypothetical, arithmetic only): you start with $100,000 and withdraw $5,000 at the start of each year.

Order of returns After year 1 After year 2
−20%, then +20% ($100,000 − $5,000) × 0.8 = $76,000 ($76,000 − $5,000) × 1.2 = $85,200
+20%, then −20% ($100,000 − $5,000) × 1.2 = $114,000 ($114,000 − $5,000) × 0.8 = $87,200
Either order, no withdrawals $100,000 × 0.8 × 1.2 = $96,000

Same two returns, different result, purely because of the order combined with withdrawals. Over a real retirement of 20 or 30 years, with larger swings, the effect can be much bigger.

The research behind the 4% rule tested withdrawals against actual historical sequences of US returns, so bad starting periods are part of its results; see Withdrawal strategies. Tools #1–#3 use one steady return, so they can’t show this risk. Our withdrawal scenarios calculator compares four withdrawal approaches under three hypothetical return paths with the same average: steady, bad years first and good years first. A separate, more detailed guide on sequence-of-returns risk is planned.

Inflation risk: what rising prices do to a fixed income

Inflation is the general rise in prices over time. If your income stays the same while prices rise, it buys less each year. After n years at an average inflation rate i, one unit of money buys 1 ÷ (1 + i)^n of what it buys today.

Example: the Trinity study (Cooley, Hubbard and Walz, 1998) notes that at 3% inflation a year, the purchasing power of a fixed $70,000 a year is cut roughly in half by the end of 25 years. The formula gives the same: 1 ÷ 1.03^25 ≈ 0.48.

Some retirement income rises with inflation, which reduces this risk for that part of your income:

Withdrawals from savings don’t adjust themselves; under the 4% rule you raise them with inflation, which is exactly what makes inflation a risk for the savings.

How inflation is measured

Each country publishes official price indices:

We don’t repeat changing figures in our guides. Current official numbers, with source and date, are on our numbers pages, for example US retirement numbers for 2027. A separate, more detailed guide on inflation is planned.

In our calculators you choose one average inflation rate. Results are shown in today’s money, and where a future amount is shown, it is grown by the rate you entered.

Longevity risk: planning for a longer life

Longevity risk is the risk that you live longer than your plan assumes, so the money has to last more years. Nobody knows their own lifespan, and averages say little about any one person.

Two things to keep in mind:

How long will my money last? shows how many years a withdrawal could last with your inputs, which you can compare with the horizon you want to plan for.

Market volatility

Investment values go up and down, sometimes sharply. Volatility is what turns the order of returns into a risk once you withdraw (see above). The mix of investments, called asset allocation, affects how large those swings can be. More on investment terms: all retirement guides. Our calculators assume one steady return, so treat their results as a what-if, not a forecast.

Healthcare costs

Health spending can rise with age and depends heavily on the country you live in: what public cover applies, from what age, and what you still pay. In our calculators, healthcare is only included if you include it in your yearly spending. See Retirement budget.

Rule changes

Pension ages, benefit rules and tax rules can change over time. A plan based on today’s rules may need updating. Check your own figures with the official services: for example, the State Pension age checker on GOV.UK or the retirement planner pages of the Social Security Administration in the US.

Currency risk if you retire abroad

If your income is paid in one currency and you spend in another, exchange rates change what your income is worth where you live. Our calculators do no currency conversion: you pick one currency and enter every amount in it. A retire-abroad comparison tool is planned.

What our calculators do and don’t model

That makes them useful for understanding the basic arithmetic, and a reason to test several scenarios rather than rely on one result.

FAQ

What is sequence of returns risk?

The risk that weak returns come early in retirement, when withdrawals sell investments at low prices. The same returns in a better order can leave more money. It matters most in the first years of withdrawals.

Can you show it with an example?

Hypothetical: $100,000, withdraw $5,000 at the start of each year. Returns of −20% then +20% leave $85,200; +20% then −20% leave $87,200. Without withdrawals, both orders end at $96,000.

Why doesn’t the order matter while I’m only saving a lump sum?

With no money going in or out, the end value is the same whatever the order of returns, because the growth factors multiply. Withdrawals (and deposits) change that.

How does inflation affect retirement savings?

It raises what the same lifestyle costs, so a fixed income buys less each year. The Trinity study gives an example: at 3% inflation, a fixed $70,000 a year loses about half its buying power by the end of 25 years.

Which inflation figure should I look at?

Each country publishes its own: in the US the Bureau of Labor Statistics (CPI; Social Security’s COLA uses the CPI-W), in the UK the Office for National Statistics (CPI and CPIH). Current figures are on our numbers pages.

Do your calculators include market crashes?

Partly. Tools #1 to #3 use one steady return and inflation rate. The withdrawal scenarios calculator shows what happens when bad years come first, using hypothetical return paths with the same average; it does not replay historical crashes.

Sources

Last reviewed: 2026-10-17. See our methodology and editorial policy.


Educational estimate, not personal financial, tax or legal advice. Rules differ by country; verify with official sources or a licensed professional. See our disclaimer.

Educational estimate, not personal financial, tax or legal advice. Rules differ by country; verify with official sources or a licensed professional.

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