Match the most appropriate test you would perform in the following research problems : Note : One test for each research problem. Test the dependence of taking vitamin C on preventing from getting cold. v; [Choose] Pearson's correlation test Twoindependent samples ttest A researcher in nursing wanted to know if the recovery of patients was quicker when some Chisquare test received additional in-home care whereas other receive the standard amount. ngcdependent samples tstest OneWay ANOVA test Agroup of adolescent boys was offered interpersonal skills counseling and then tested in . . . _ Two-dependent samples t-te v . September and May to see If there was any Impact on family harmony. A random M&Ms is partitioned into six categories according to their colors. The weights V (grams) are obtained and test the claim whether the mean weight of M&M of each color are [Choose] the same. There is a well-known relationship between SAT score and college grades. Construct the test [ Choose] V to see the magnitude of the relationship between these two variables. For Q38-Q43: A researcher is interested in the number of days that successful athletes train to run a full marathon. She gets the workout logs forone year for all the athletes who completed a specic marathon in less than four hours On the average, these athletes of the past trained for 305 days peryear, She is in charge of the training for 25 athletes. After they run the marathon, she wonders whether their training is different from amount from the training of successful athletes in the pasta Nimherofday: WY\"! _'_ What is the test value? 0 305 days 6) 293 days Question 36 1 pts What is the sample mean? 0 305 days 293 days Question 37 1 pts What is the (M. ? 19 020 024 025 Question 38 1 pts What is the p-value? O -2.00 O 2.00 O 0.04 O 0.02 Question 39 Is the test STATISTICALLY SIGNIFICANT at 5% signicance level? 0 Yes ONo Question 40 1 pts What would be an appropriate conclusion? 0 There is supporting evidence from a sample mean that the population is different from 293 days per year. Q There is supporting evidence from a sample mean that the population is different from 305 days per year. 0 There is no supporting evidence from a sample mean that the population is less than 305 days per year. Q There is no supporting evidence from a sample mean that the population is less than 293 days per year