Sensitivity Calculator

Omni's sensitivity calculator is here if you need to estimate how well a diagnostic test can identify true positive cases. We'll discuss what the sensitivity of a test is, what the sensitivity equation looks like, and how to calculate sensitivity both by hand and with the help of our calculator.

Sensitivity is the proportion of people who have the disease and tested positive among those who have the disease regardless of whether they tested positive or negative, i.e., among true positive cases and false negative cases.

Therefore, the sensitivity equation is:

Sensitivity = TP / (TP + FN),

where TP is true positives and FN is false negatives. In other words, sensitivity is the probability of having a positive test, conditioned on being sick.

If a test has high sensitivity, then a sick person has a high probability of getting a positive test result. Hence, if you get a negative result in a test with high sensitivity, then it's very probable you do not have the disease. However, if you get a positive result (still in a test with high sensitivity), then you do not necessarily need to worry! This is because sensitivity does not take into account false positives.

As you can see, calculating sensitivity is straightforward, at least in theory. However, with actual data it may get complicated. But, hey, our sensitivity calculator is here to help!

To most efficiently use our sensitivity calculator, follow these steps:

1. Input data: the number of true positives and false negatives.

2. The sensitivity of your test gets computed immediately!

3. There are also fields dedicated to computing specificity, in case you need it (and have the necessary data).

4. Need even more coefficients? Open the additional parameters section and enjoy!

We've built several tools related to the confusion matrix and test accuracy:

• The most advanced sensitivity and specificity calculator;
• Dedicated specificity calculator; and
• Dedicated false positive calculator.