Diagnostic Accuracy Calculator
Sensitivity, specificity, PPV, NPV, likelihood ratios and diagnostic odds ratio with CIs.
Enter your values to see the result.
Confidence intervals for proportions use the Wilson score method; likelihood ratio and odds ratio intervals use the log method. Results use standard large-sample formulas and are meant to support, not replace, a statistician's review. Check the assumptions behind each method before you report the numbers.
Continue your work
- 2×2 Contingency Table Calculator — Test the 2×2 table for association.
- Confidence Interval Calculator — Get intervals for any other proportion.
Share this tool
Found it useful? Send it to a friend or teammate.
Rate this tool
0.0
0 ratings
- 5 stars 0
- 4 stars 0
- 3 stars 0
- 2 stars 0
- 1 star 0
Clear instructions
Find steps, examples and limitations below.
Use online
Open the tool in a supported web browser.
Free to use
No sign-up required. Tool-specific limits may apply.
How to use the Diagnostic Accuracy Calculator
Sensitivity, specificity, PPV, NPV, likelihood ratios and diagnostic odds ratio with CIs.
- 1 Enter true positives, false positives, false negatives and true negatives.
- 2 Optionally enter the prevalence in the population where the test will be used.
- 3 Read every accuracy measure with its confidence interval.
Example and practical tips
With 90 true positives, 30 false positives, 10 false negatives and 170 true negatives, sensitivity is 90%, specificity 85% and LR+ is 6.0.
Frequently asked questions
Why do PPV and NPV change with prevalence?
Predictive values depend on how common the condition is. The same test has a much lower PPV in screening than in a specialist clinic.
What are good likelihood ratios?
An LR+ above 10 or an LR− below 0.1 changes the probability of disease a lot; values near 1 add little information.
Which confidence interval method is used?
Wilson score intervals for proportions and log-based intervals for ratios, as recommended for diagnostic accuracy studies.
Report an issue
Something broken or not quite right? Tell us and we will look into it.