A company has just built a new factory to manufacture their widgets with a method they believe should be more efficient than their old method on a daily basis. To compare they recorded the number of widgets produced by the old factory for the last 7 days before it was shutdown and the first 7 days of the new factory's sum test. production. The company has reason to believe that daily production of widgets does not follow the normal distribution and have requested the use of the Wilcoxon rank Old Factory: New Factory: 290 287 237 250 282 255 253 312 298 308 204 304 213 270 What would be the correct hypothesis test assuming that j is the mean number produced by the old factory and H2 is the mean number produced by the new factory? O Ho: H1 = H2 VS. Ha: M1 M2 VS. Ha: H1 = H2 O Ho: H1 = M2 VS. Ha: H1 * H2 O Ho: M1 = M2 VS. Ha: H1 > H2 [1 pt(s) ] Submit Answer Tries 0/1 What rank should the value 204 from the old factory data have? [1 pt(s) ] Submit Answer Tries 0/3 Calculate Hw [1 pt(s) ] Submit Answer |Tries 0/3 Calculate the test statistic W [1 pt(s)] Submit Answer Tries 0/3 What is the approximate p value? (Hint: treat W as normally distributed) [1 pt(s)] Submit Answer | Tries 0/3