p value calculator for t test
In this tutorial we discuss about how to find the $p$-value of the t-test. The p-value of the $t$-test depends on the direction of the alternative hypothesis.
p value definition
$p$ value of the test is the probability that the test statistic under null hypothesis will take on values as extreme as or more extreme than the observed value of test statistic.
The smaller $p$ value of the test indicate strong evidence against the null hypothesis $H_0$.
$p$-Value from of t-test
If the test statistic $t$ has $t$ distribution with $n-1$ degrees of freedom, then the $p$-value of the test for testing
a. left-tailed hypothesis is $p$-value = $P(t_{n-1}\leq t)$.
b. right-tailed hypothesis is $p$-value = $P(t_{n-1}\geq t)$.
c. two-tailed hypothesis is $p$-value = $2P(t_{n-1}\geq |t|)$.
p value calculator for t test
| t-Test p Value Calculator | ||
|---|---|---|
| t-Test Statistic : ($t$) | ||
| Degrees of Freedom : ($n$) | ||
| Tail : | Left tailedRight tailedTwo tailed | |
| Results | ||
| p-value: | ||
t-tests calculators
Here you will find some easy to use statistics calculators for t-tests.
- t-test for single mean
- t-test for two independent samples with unequal variances
- t-test for two independent samples with equal variances
- t-test for two dependent samples
