Software licenses are easiest to justify when you can translate “this tool saves time” into dollars and compare that value to what you pay each month. This Software License Cost-Benefit Calculator estimates the labor-cost savings created by a tool (via hours saved) versus the license expense (per seat), and outputs an ROI percentage based on your inputs. Use it as a planning aid for procurement, budgeting, and renewal decisions—not as a guarantee of outcomes.
The model assumes the software produces a measurable productivity improvement: each licensed user saves a certain number of hours per month. Those hours are valued using an hourly rate (often a blended wage rate). The calculator then compares:
Enter the number of people who will actually use the tool enough to realize the time savings. If only a subset of users will adopt it fully, consider using the expected active users rather than purchased seats, or adjust hours saved downward to reflect partial adoption.
Use the per-user, per-month cost if possible. If you only have an annual price, divide by 12. Include costs that scale with seats. A quick checklist:
Exclude one-time costs (onboarding, migration, training) from the per-seat license number—then consider them separately in the limitations section below.
This is the most sensitive input. Ways to estimate it credibly:
Use an average loaded hourly cost if you have it (wage + benefits + payroll taxes + overhead). If you only have salary, a common conversion is: hourly rate ≈ annual salary ÷ 2,080 (40 hours × 52 weeks). If roles vary widely, use a blended rate weighted by how many users are in each role.
The calculator works on a monthly basis using these definitions:
Total monthly savings:
Savings = U × H × R
Total monthly license cost:
Cost = U × C
ROI (%):
ROI = ((Savings − Cost) ÷ Cost) × 100
Accessible equation rendering (same formula in MathML):
ROI is easiest to read as a “value vs. spend” ratio for the license fees:
Break-even hours saved (per user per month) is a useful mental check. Break-even occurs when Savings = Cost, so:
H_break-even = C ÷ R
If the tool costs $30/user/month and the hourly rate is $40/hour, break-even is 30 ÷ 40 = 0.75 hours per month (45 minutes). If you can’t plausibly save at least that much time per user, ROI will be negative.
Suppose you’re evaluating a project management tool for a 12-person team:
Compute monthly savings:
Savings = 12 × 2.0 × 45 = $1,080
Compute monthly cost:
Cost = 12 × 25 = $300
Compute ROI:
ROI = ((1,080 − 300) ÷ 300) × 100 = 260%
Interpretation: under these assumptions, the time savings are estimated at 3.6× the license cost (since $1,080 savings on $300 spend), producing a 260% ROI. If your hours-saved estimate is uncertain, test sensitivity: if H were only 0.8 hours/month, savings would be 12 × 0.8 × 45 = $432, ROI would drop to ((432−300)/300)×100 = 44%.
This table shows how ROI changes as hours saved changes, holding license cost at $30/user/month and hourly rate at $40/hour.
| Hours saved per month (H) | Monthly savings (H × $40) | Monthly cost | ROI |
|---|---|---|---|
| 0.5 | $20 | $30 | -33% |
| 0.75 (break-even) | $30 | $30 | 0% |
| 1.0 | $40 | $30 | 33% |
| 2.0 | $80 | $30 | 166% |
The calculation is monthly because license cost and hours saved are monthly. If both savings and costs scale proportionally, the ROI percentage is the same annually.
Use a weighted average hourly rate, or run the calculator multiple times for each role group and add the savings and costs together.
Use a conservative estimate and run a few scenarios (low / expected / high). Consider a short pilot to measure task times before and after adoption.
This calculator focuses on recurring license cost versus recurring productivity savings. For a fuller business case, separately add one-time implementation costs and the value of time spent on training.