If the test value for the difference between the means of two large samples is $2.57$ when the critical value is $1.96$, what decision should be made?

A) Accept the null hypothesis.
B) Reject the alternative hypothesis.
C) Reject the null hypothesis.
D) Accept the equality hypothesis.

Question

If the test value for the difference between the means of two large samples is $2.57$ when the critical value is $1.96$, what decision should be made?

A) Accept the null hypothesis. 
B) Reject the alternative hypothesis. 
C) Reject the null hypothesis. 
D) Accept the equality hypothesis.

Quizplus · Accepted Answer

The Answer of If the test value for the difference between the means of two large samples is $2.57$ when the critical value is $1.96$, what decision should be made?

A) Accept the null hypothesis. 
B) Reject the alternative hypothesis. 
C) Reject the null hypothesis. 
D) Accept the equality hypothesis.

If the Test Value for the Difference Between the Means 2.572.572.57

If the Test Value for the Difference Between the Means $2.57$