Find the critical value at $5\%$ level of significance for two-tailed large sample test is

For testing $H_0:\mu ={\mu }_0$ Against $H_1:\mu <{\mu }_0$, what is the critical value at α = 0.01

For testing $H_0:\mu ={\mu }_0$ Against $H_1:\mu <{\mu }_0$, what is the critical value at $\alpha =0.01$.

Rejecting $H_0$ when it is true is called

Rejecting $H_0$ when it is true is called

Large sample test for testing population proportion is valid, when 

Critical value at $5\%$ level of significance for two-tailed large sample test is

The hypothesis testing problem $H_0:{\mu }_0=45$ against $H_1:\mu <45$ be categorized as

Large sample test can be applied for two-sample problems, for testing the equality of two population means, when

When the alternative hypothesis is $H_1 : \mu \ne {\mu }_0$, the critical region will be determined by

Critical value at $5\%$ level of significance for two-tailed large sample test is

When the population variances are known and equal, the statistic $z=\frac{\overline{X}-\overline{Y}}{\sigma \sqrt{{\displaystyle \frac{1}{M}+\frac{1}{N}}}}$ is used to test the null hypothesis

 What is level of significance

What is the rejection rule, based on large sample, for testing $H_0$ against one-sided (left) alternative hypothesis

When the alternative hypothesis is $H_1 : \mu \ne {\mu }_0$, the critical region will be determined by