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Calculators / Finance / College cost

College cost calculator

Project education costs after inflation and subtract planned savings.

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Your result

First-year projected cost29,604.89
Approximate total cost118,419.54
Funding gap88,419.54

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How to calculate

Project education costs after inflation and subtract planned savings.

First-year projected cost = annual*(1+inflation/100)^years; Approximate total cost = annual*(1+inflation/100)^years*studyYears; Funding gap = annual*(1+inflation/100)^years*studyYears-savings

Worked example

Current annual education cost: 20000; Annual cost increase (%): 4; Years until study begins: 10; Years of study: 4; Available savings: 30000.

First-year projected cost: 29,604.89 ; Approximate total cost: 118,419.54 ; Funding gap: 88,419.54 .

Assumptions and limits

The total assumes every study year costs the projected first-year amount. Tuition changes, living costs, aid and returns on savings require a fuller plan.

Results are rounded for display; calculations use unrounded values. Read our calculation methodology.

Understanding the result

Project education costs after inflation and subtract planned savings. The displayed figures use the inputs and formula shown on this page.

When this tool is useful

Use the college cost to compare a scenario, check an estimate, or verify a manual calculation.

Understanding your inputs

InputWhat to enter
Current annual education costEnter a number of at least 0.000001 and no more than 1000000000000.
Annual cost increase (%)Enter a number of at least 0 and no more than 100.
Years until study beginsEnter a number of at least 0 and no more than 50.
Years of studyEnter a number of at least 1 and no more than 10.
Available savingsEnter a number of at least 0 and no more than 1000000000000.

Frequently asked questions

What should I check before using the college cost result?

The total assumes every study year costs the projected first-year amount. Tuition changes, living costs, aid and returns on savings require a fuller plan.

Is this college cost result exact?

It is exact for the stated mathematical model and entered values. Real-world results can differ when rates, timing, fees, definitions or measurement conditions differ.