Education Cost Calculator

Project what a course of study will cost by the time it starts, and what needs saving each month to fund it.

Last reviewed

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Free · No sign-up · Runs in your browser

Education is usually the largest identifiable future cost in a family budget, and it is the one most distorted by inflation, because education costs have risen faster than general prices in many countries for decades.

This calculator inflates today’s annual cost forward to the years the money is actually needed, projects existing savings forward at your assumed return, and reports the gap and the monthly saving that would close it.

Your numbers

Results update as you type. Nothing is sent anywhere.

Result

Total cost when it happens

$216,730

Monthly saving needed

$1,280.59

Total in today’s money
$112,000
Added by inflation
$104,730
Lump sum needed today
$112,000
Existing savings at start
$32,325
Funding gap
$184,405
Share covered
14.92%

This is an estimate based on the values you entered. Actual premiums, coverage, eligibility and pricing vary by provider and by individual circumstances.

Education costs have historically risen faster than general inflation in many countries. The rate you enter drives the result more than any other input.

The projection assumes the amount already saved stays invested at the return you entered, with no withdrawals and no fees.

Cost by year of study

YearYears from nowCost that year
Year 112$50,284
Year 213$52,798
Year 314$55,438
Year 415$58,210

How to use the education cost calculator

  1. Enter the annual cost in today’s money - tuition plus living costs, if living costs are part of the plan.
  2. Enter how many years of study, and how many years until it starts.
  3. Set the education cost inflation rate and the return on savings.
  4. Enter what is already saved, then read the gap and the monthly figure.

What people use this for

  • Sizing the education component of a life insurance needs analysis.
  • Setting a monthly savings target for a specific child and a specific start year.
  • Seeing how much of the total is inflation rather than cost.
  • Comparing the effect of starting to save now against starting in five years.

Worked examples

Every figure below is produced by running this calculator against the example inputs, so the numbers always match the tool.

A four-year course starting in twelve years

$28,000 a year in today’s money, four years of study, twelve years away, 5% cost inflation, 5% return, $18,000 already saved.

Total cost when it happens
$216,730
Monthly saving needed
$1,280.59
Funding gap
$184,405

The same course starting in four years

Much less time for both inflation and compounding to act.

Total cost when it happens
$146,692
Monthly saving needed
$2,600.26
Funding gap
$124,812

Inflation does most of the damage

At 5% annual cost inflation, a course costing $28,000 a year today costs roughly $50,000 a year in twelve years. Over four years of study the total is far larger than four times today’s figure, and the gap between the two is reported separately here for exactly that reason.

The inflation rate is the single most influential input. Historical education cost inflation has frequently run several points above general inflation, though it varies by country and institution type.

Time is the other half

The monthly saving needed falls sharply the earlier saving begins, because contributions have longer to compound and because the same total is spread across more months. Starting eight years earlier can halve the monthly figure for the same target.

This is also why the education component of a life insurance calculation matters: if the income funding those contributions stops, the compounding stops with it, and the shortfall lands entirely on the surviving household.

Methodology and assumptions

What this calculator does, and what it deliberately does not do.

  • Each year of study is inflated from today at the cost inflation rate, using the number of years from now to that specific year of study.
  • Existing savings are projected forward at the investment return until the start year, with no further contributions.
  • The monthly saving spreads the remaining gap evenly across the months until study begins and does not compound those contributions, so it is deliberately conservative.
  • All figures are estimates produced from the values you enter. This site has no rate feed and no carrier data, so it cannot quote or price a policy.
  • Nothing you type is transmitted or stored - the calculation runs entirely inside your browser.

This calculator provides an estimate based on the information you enter. Actual insurance premiums, coverage, eligibility and pricing vary by provider and individual circumstances.

This website is not an insurance company, an insurance agency or a licensed broker. It does not sell insurance, does not provide insurance quotes, and is not authorised to give advice about which policy you should buy.

No result produced here is an offer of insurance or a guarantee of coverage. Only a licensed insurer or agent, working from your verified details, can quote or bind a policy.

Frequently asked questions

Should I include living costs?

Include whatever you intend to fund. If the plan is tuition only, enter tuition only - but be explicit about the assumption.

What inflation rate should I use?

Check published cost trends for the institutions you have in mind. Using general inflation usually understates the figure significantly.

Does this account for scholarships or aid?

No. Reduce the annual cost by the amount you expect if you want to model it, but treat expected aid conservatively.

Why is the monthly figure not compounded?

Deliberately. Assuming a return on future contributions produces a smaller monthly target that depends on markets cooperating. The conservative figure is more useful as a plan.