The following two hypotheses are tested: : The average number of miles driven per year is 12,000. : The average number of miles driven per year is less than 12,000. In a survey, 1,600 randomly selected drivers were asked the number of miles they drive yearly. Based on the results, the P-value = 0.068. Comment: Throughout this activity, use a 0.05 (5%) significance level. Based upon the p-value, which of the following conclusions can be made? Group of answer choices The data do not provide significant evidence that the average number of miles driven per year is less than 12,000. The data provides significant evidence that the average number of miles driven per year is less than 12,000. The data provide significant evidence that the average number of miles driven per year is 12,000. The data provide significant evidence that the alternative hypothesis is more likely than the null hypothesis