Question

A researcher conducts two t tests. Test 1 is a two-tailed test with a smaller sample size at a .05 level of significance. Test 2 is a two-tailed test with a larger sample size at a .05 level of significance. What do you know about the degrees of freedom for each test?

Answer 1

Test 2 has larger degrees of freedom than Test 1.

Step-by-step explanation:

When conducting a T test, the degrees of freedom are calculated by the formula n-1 where n is sample size. Here, Test 2 is said to have a larger sample size than Test 1 and degrees of freedom are associated with the sample size hence, Test 2 has larger degrees of freedom than Test 1.