A professor wonders whether an unusual number of freshmen students are enrolled in his NINJ402 Advanced Ninja Warrior class, which is usually populated primarily by upperclass students (so, usually a 5/10/25/60% split, percentage- wise). In his present class, there are 8 freshmen, 3 sophomores, 9 juniors, and 15 seniors. Conduct the appropriate chi- square test. a) State the hypotheses (1): Ho H1: b) Calculate the test statistic. (2) What type of test is this? a) Goodness-of-Fit, or b) Independence? What answer did you get for your chi-square statistic? d) State your conclusions (statistically and in terms of the research question), assuming a critical value of 9.48 for a=.05. (2) x²( Sentence: ) = , p .05

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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A professor wonders whether an unusual number of freshmen students are enrolled in his NINJ402 Advanced Ninja
Warrior class, which is usually populated primarily by upperclass students (so, usually a 5/10/25/60% split, percentage-
wise). In his present class, there are 8 freshmen, 3 sophomores, 9 juniors, and 15 seniors. Conduct the appropriate chi-
square test.
a) State the hypotheses (1):
Ho
H1:
b) Calculate the test statistic. (2)
What type of test is this? a) Goodness-of-Fit, or b) Independence?
What answer did you get for your chi-square statistic?
d) State your conclusions (statistically and in terms of the research question), assuming a critical value of 9.48 for a=.05.
(2)
x²(
Sentence:
) =
, p
.05
Transcribed Image Text:A professor wonders whether an unusual number of freshmen students are enrolled in his NINJ402 Advanced Ninja Warrior class, which is usually populated primarily by upperclass students (so, usually a 5/10/25/60% split, percentage- wise). In his present class, there are 8 freshmen, 3 sophomores, 9 juniors, and 15 seniors. Conduct the appropriate chi- square test. a) State the hypotheses (1): Ho H1: b) Calculate the test statistic. (2) What type of test is this? a) Goodness-of-Fit, or b) Independence? What answer did you get for your chi-square statistic? d) State your conclusions (statistically and in terms of the research question), assuming a critical value of 9.48 for a=.05. (2) x²( Sentence: ) = , p .05
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