Transparent method
The formula
Worked example
Example inputs
How to interpret the result
A simple ROI figure built from one assumed earnings increase misses how much that outcome actually varies in the real world, and it leaves out the opportunity cost of income and experience forgone during the time spent in school, which is real money not showing up anywhere in a straightforward cost-versus-earnings comparison.
Before you rely on it
What to check
Run the ROI estimate across a range of realistic earnings-increase scenarios, and add the opportunity cost of forgone income during school, not just the direct tuition cost.
The common error
Where people go wrong with education ROI calculator
Calculating education ROI from direct costs and a single optimistic earnings-increase assumption alone. The forgone income and experience during school years, and a realistic range of possible earnings outcomes, both belong in a fuller picture of the real return.
Sensitivity evidence
How total education cost changes the estimated education ROI
| Total education cost | Estimated education ROI | Simple payback period |
|---|---|---|
| $64,000 | 134.4% | 4.3 years |
| $72,000 | 108.3% | 4.8 years |
| $80,000worked example | 87.5% | 5.3 years |
| $88,000 | 70.5% | 5.9 years |
| $96,000 | 56.3% | 6.4 years |
Every input, tested
Which input moves the estimated education ROI most
| Input | Tested from | To | Estimated education ROI at each end | Swing |
|---|---|---|---|---|
| Years of benefit | 7.0 years | 13.0 years | 31.3% to 143.8% | 112.5% (129%) |
| Expected annual earnings increase | $13,500 | $16,500 | 68.8% to 106.3% | 37.5% (43%) |
| Total education cost | $72,000 | $88,000 | 108.3% to 70.5% | 37.9% (43%) |
Two variables at once
Estimated education ROI by total education cost and expected annual earnings increase
| Total education cost \ Expected annual earnings increase | $12,000 | $15,000 | $18,000 |
|---|---|---|---|
| $64,000 | 87.5% | 134.4% | 181.3% |
| $72,000 | 66.7% | 108.3% | 150.0% |
| $80,000 | 50.0% | 87.5% | 125.0% |
| $88,000 | 36.4% | 70.5% | 104.5% |
| $96,000 | 25.0% | 56.3% | 87.5% |
Step by step
The worked example, input by input
| Input | Value used |
|---|---|
| Total education cost | $80,000 |
| Expected annual earnings increase | $15,000 |
| Years of benefit | 10.0 years |
| Estimated education ROI | 87.5% |
| Simple payback period | 5.3 years |
Where the inputs come from
Total education cost should be the full price you pay, including tuition, fees, books, and living costs if the program prevents you from working, and any interest on loans. Expected annual earnings increase is the difference between what you expect to earn with the credential and without it, ideally from wage data for the field and region, not from an optimistic promise. Years of benefit is how long you expect the increase to last, up to your working life.
When the result stops applying
The estimate ignores taxes, the time value of money and the chance of not finishing or not finding work in the field. Earnings increases vary widely by program, and averages hide big differences between graduates. It does not capture non-financial benefits such as career satisfaction or job security. Lost earnings while studying are a real cost.
What to compare it with
See the borrowing side with the student loan payment and scholarship impact calculators, and future prices on the college cost page. The net present value calculator handles discounted returns. Compare programs using earnings data from College Scorecard for graduates of the specific program.
People also ask
Frequently asked questions
How do I estimate the earnings increase?
Use median wages for your field with and without the credential, from government data such as the Bureau of Labor Statistics or the College Scorecard, adjusted for your region.
Is a positive ROI enough?
Not by itself. Check how much you must borrow relative to expected income, and compare with other options such as cheaper schools or certificates.
Should I include opportunity cost?
Yes. Wages you give up while studying are part of the cost, and leaving them out overstates the return.