The makers of Aain. 8.Gon burn gel claim that their gel witl relleve sunburn pain within 5 minutes of application. We wish to test this claim at the a 0.05 level of significance. A random sample of...

Extracted text: The makers of Aain. 8.Gon burn gel claim that their gel witl relleve sunburn pain within 5 minutes of application. We wish to test this claim at the a 0.05 level of significance. A random sample of people with a sunburn were asked to rate their pain on a scale from 1-10 (with 1 Indicating very tittle pain, 10 indicating unbearable agony) and then apply the gel. Then the same group of people were asked to rate their pain on the same 10-point scale 5 minutes later. The data is given below. Let an be the mean pain indicator given by people before applying the gel and A be the mean pain indicator given by people 5 minutes after applying the gel. Assume that the pain differences have a normal distribution. (Round your results to three decimal places. Which would be correct hypotheses for this test? Ho B = PA, H: > HA Ha: B < ha,="" h:="HA" %3d="" ho:b="" ha,="" h:#b#="" ha="" %3d="" o="" ho:="" hb="" ha,="" h1="" :="" hb="HA" pain="" indicator="" (on="" scale="" from="" 1-10):="" before="" gel="" after="" gel="" 9.5="" 3="" 8="" 6="" 4.5="" 7="" 2.5="" 8="" 5="" 6="" 6="" 6.="" 6.="" 7.5="" 4.5="" 10="" 9="" 6.5="" 5="" 4="" 8="" 4.5="" 9.5="" 9="" 4="" 9.5="" 2.5="" 6="" 6.5="" 9.="" 8.5="" test="" statistic:="" give="" the="" p-value:="" which="" is="" the="" correct="" result:="" reject="" the="" null="" hypothesis="" o="" do="" not="" reject="" the="" null="" hypothesis="" which="" would="" be="" the="" appropriate="" conclusion?="" there="" is="" not="" significant="" evidence="" to="" suggest="" that="" the="" gel="" will="" relieve="" pain="" within="" 5="" minutes.="" there="" is="" significant="" evidence="" to="" suggest="" that="" the="" gel="" will="" relieve="" pain="" within="" 5="" minutes.="" ouortion="">