Multiple Choice
Researchers examined a new treatment for advanced ovarian cancer in a mouse model. They created a nanoparticle-based delivery system for a suicide-gene therapy to be delivered directly to the tumor cells. The mice were randomly assigned to have their tumors injected with either the gene -- nanoparticle combination, the gene alone, or some buffer solution (placebo) . The following table shows the tumor fold-increases after two weeks in a total of 29 mice. A fold-increase of 1 represents no change; a fold-increase of 2 represents a doubling in volume of the tumor.
We choose to analyze these data with the Kruskal-Wallis test. The null hypothesis is that tumor fold-increase has the same distribution in all groups. What is the alternative hypothesis?
A) Not all three mean tumor fold-increases are equal.
B) The mean tumor fold-increase is larger for one treatment than for the other two treatments.
C) The mean tumor fold-increases are not Normally distributed in each group.
D) The tumor fold-increases are systematically larger in some treatments than in others.
Correct Answer:

Verified
Correct Answer:
Verified
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