Two-tailed z test
z = 1.96p is about 0.05
Use this free p-value calculator to estimate a normal-curve p-value from a z-score, choose left-tailed, right-tailed, or two-tailed mode, and see the tail areas.
Estimate a p-value from a z-score in a statistics example.
Compare left-tailed, right-tailed, and two-tailed test choices.
See the left and right standard-normal tail areas.
Check introductory hypothesis-testing work before writing an interpretation.
p is about 0.05
p is about 0.05
p is about 0.10
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Quick answers about formulas, inputs, examples, result copying, and private in-browser history.
It estimates p-values from a z-score using the standard normal curve. It is for z-test style examples, not every statistical test.
Choose right-tailed when unusually high values matter, left-tailed when unusually low values matter, and two-tailed when differences in either direction matter.
The main inputs are the numbers, operation, mode, or known values the calculator needs. Keep units consistent, enter percentages the way the page label shows, and use the examples as a quick check before trusting the answer.
Read the headline answer, then check the supporting lines and examples to understand how the calculator got there. If one input changes, rerun the tool and compare the new answer instead of guessing.
Check units, signs, rounding, and the selected mode before copying the answer. If the number feels weird, rerun one of the examples first, then put your own values back in slowly.
A smaller p-value means the observed z-score is farther into the tail of the comparison curve. It does not prove a claim by itself.
No. A t-test uses a t distribution and degrees of freedom. This calculator uses the standard normal distribution from a z-score.
A two-tailed test counts extreme results in both directions, so it doubles the smaller tail area while keeping the result no higher than 1.
Yes. Recent answers stay only in your current browser tab and are not sent to a server.