(Q 1-4)A researcher designed a study to test

whether living in Oregon versus Texas has an effect on how often people go camping. The researcher randomly samples 10 total participants. Five of the participants live in Oregon and ve of the participants live in Texas. The researcher asks both samples to report the number of times they go camping in a year. The average number of camping trips that the Oregon and Texas samples reported going on are reported in the table below: Oregon Texas M1 = 7.00, 51 = 3.16 M2 = 5.00, 52 = 2.35 Using the appropriate hypothesis test and the six steps of hypothesis testing, see what the researcher should conclude about the effect of living in Oregon versus living in Texas on how often people go camping. What is the sampling distribution's standard error? SM1-M2 = 7.75 O SM1-M2 = 0.00 SM1-M2 = 2.00 O SM1-M2 = 1.76Using an alpha of .05 (a = .05) and a two-tailed test, determine the critical values. 0 to, = i 2.228 O to, = i 2.262 O to, = i 2.306 o to, = i 2.365 \fState whether you decide to reject, or fail to reject, the null hypothesis, and choose the correct explanation for why you made that decision. 0 Reject the null hypothesis; the probability of obtaining this sample mean difference when the null hypothesis is true is less than 5% (p .05) O Fail to reject the null hypothesis; the probability of obtaining this sample mean difference when the null hypothesis is true is greater than 5% (p > .05) O Fail to reject the null hypothesis; the probability of obtaining this sample mean difference when the null hypothesis is true is less than 5% (p