A university advisor wants to determine if there is a difference in the total amount of time spent studying between students taking an online version and a traditional class version of a certain course.The following table contains the sample sizes of each group,and the rank sums for the Wilcoxon rank-sum test. 
A)Specify the competing hypothesis to determine whether the median study time for online students differs from the median study time for traditional students.
B)What is the value of the Wilcoxon rank-sum test statistic W?
C)Assuming W follows a normal distribution,what is the value of the corresponding test statistic?
D)At the 1% significance level,what is the decision and conclusion?
Definitions:
Buoyancy
The force that causes objects to float in a fluid by displacing a volume of fluid whose weight equals the object's weight.
Adaptation
The process by which organisms become better suited to their environment through genetic changes over generations.
Gravity
The natural force of attraction exerted by a celestial body, such as Earth, upon objects, drawing them toward its center.
Animal Movement
The various motions accomplished by animals as a result of muscle contraction.
Q8: Although their jobs are much less prestigious,middle-class
Q8: Exhibit 16-7.It is believed that the sales
Q9: Early visitors to the U.S.were surprised to
Q9: Explain the development of welfare programs by
Q13: A minority group is always numerically smaller
Q55: Consider the following table providing the prices
Q56: A polynomial trend model that only allows
Q63: Exhibit 17.5.An over-the-counter drug manufacturer wants to
Q76: Exhibit 17.9.A bank manager is interested in
Q81: For the model ln(y)= β<sub>0</sub> + β<sub>1</sub>ln(x)+