You've conducted a training program aimed at improves customer service ratings. There were two groups, the standard practice group and the new program group. When interpreting a T$-$Test, you have the following information. Mean customer service ratings for the standard practice group $($M $=4\mathrm{.}01),$ the mean for the customer service ratings for the new training group is $($M $=4\mathrm{.}21).$ The T value for the test is $-1\mathrm{.}48,$ and the p value is $\mathrm{.}30.$

Which of the following are the correct interpretation of this test?

You've conducted a training program aimed at improves customer service ratings. There were two groups, the standard practice group and the new program group. When interpreting a T$-$Test, you have the following information. Mean customer service ratings for the standard practice group $($M $=4\mathrm{.}01),$ the mean for the customer service ratings for the new training group is $($M $=4\mathrm{.}21).$ The T value for the test is $-1\mathrm{.}48,$ and the p value is $\mathrm{.}30.$

Which of the following are the correct interpretation of this test?

None of these are correct.

The new training program is more effective than the old program because the p value is less than.

The old program is more effective than the new program because the t value is negative instead of positive.

There is not a statistically significant difference between customer ratings for the two training programs.