50 caught out of 55 actual positives
tp = 50fp = 10fn = 5tn = 35
Result: Recall 0.9091 · False negative rate 0.0909
Recall answers "of all the positive cases that existed, how many did the model catch?" It is TP ÷ (TP + FN) and is the metric to watch when missing a positive is costly — cancer screening, security alerts, churn detection. Recall and sensitivity are the same formula under different names.
Enter your values and press Calculate — the result appears here.
tp = 50fp = 10fn = 5tn = 35Result: Recall 0.9091 · False negative rate 0.0909
tp = 40fp = 5fn = 0tn = 55Result: Recall 1.00
Recall is the coverage of the positive class: of the cases that truly were positive, the fraction the model identified. High recall means few positives slipped through unnoticed.
When a missed positive is the worst outcome — a tumor the scan fails to flag, a fraud transaction that goes through, a failing student the system does not catch. There you accept more false alarms to raise recall.
Yes. Sensitivity, recall, and the true positive rate all compute TP ÷ (TP + FN). Different fields prefer different names: medicine says sensitivity, information retrieval says recall.
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Compute sensitivity (recall) — the share of actual positives correctly detected by a test or model.
Try it now →Compute precision — the share of positive predictions that were actually correct.
Try it now →Compute the F1 score — the harmonic mean of precision and recall — from TP, FP, FN, TN.
Try it now →Calculate classification accuracy from true/false positives and negatives.
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