In a study of a particular brand of laptop computer, one group of 9 batteries lasted an average of 17.8 hours before needing rec
harging, and a second group of 11 batteries lasted an average of 18.1 hours. The difference between the two groups was found to be statistically significant. Are the results practically significant? Why or why not? Yes, because the same brand of computer was used for all of the tests.
Yes, because results that are statistically significant are also practically significant.
No, because the 0.3 hour difference in battery life was small.
No, because there were more batteries in the second group.
<h2>No, because there were more batteries in the second group.</h2>
Step-by-step explanation:
Practically significance refers to the importance and impact results have in real life, not in a experiment.
The fact that hours change don't mean that have significance in a practical way, because the comparison between groups is not equal due to the differences between the amount of batteries tested. So, the different hours can be implied by the different number of batteries, because the average as a statistical measure changes when the number of elements is different.
Therefore, that difference between groups cannot ensure a practical significance.
