Testing Correlation Coefficient rho = rho0
| T test Calculator for testing correlation coefficient $\rho=\rho_0$ | ||
|---|---|---|
| Data 1 : X | Data 2 : Y | |
| Enter Data (Separated by comma ,) | ||
| Value of $\rho_0$) | ||
| Level of Significance ($\alpha$) | ||
| Tail | Left tailed Right tailed Two tailed | |
| Results | ||
| Number of Observations (n): | ||
| Pearson's Coefficient of Correlation: $r$ | ||
| Test Statistic: $Z$ | ||
| Critical value(s): | ||
| P-value : | ||
Testing Correlation Coefficient rho = rho0
Checkkkk p-value for two tailed
