Question 1 Scenario 1: The city of Pawnee wants to see how their high school seniors' SAT scores compare to the SAT scores of the rest of the country. What is the most appropriate test statistic to use to test the hypothesis in scenario 1? (out of these choices) A) One way ANOVA B) One sample z-test C) Correlation coefficient D) Dependent samples t test E) Independent samples t-test F) Regression G) Z-score Question 2 - What is the null hypothesis for scenario 1? A )H0: m (sample) = µ (population) B) H0: m1 (sample) m2 (population) C) H0: m (population) µ (sample) D) H0: X (sample) > µ (population) E) r > 0 F) H0: m1 (sample) = m2 (population) = m3 (control) What is the alternative hypothesis for scenario 1? A) H1: m1 < m2 B) H1: m ≠ µ C) H1: m1 ≠ m2 ≠ m3 D) r ≠ 0
Question 1 Scenario 1: The city of Pawnee wants to see how their high school seniors' SAT scores compare to the SAT scores of the rest of the country. What is the most appropriate test statistic to use to test the hypothesis in scenario 1? (out of these choices) A) One way ANOVA B) One sample z-test C) Correlation coefficient D) Dependent samples t test E) Independent samples t-test F) Regression G) Z-score Question 2 - What is the null hypothesis for scenario 1? A )H0: m (sample) = µ (population) B) H0: m1 (sample) m2 (population) C) H0: m (population) µ (sample) D) H0: X (sample) > µ (population) E) r > 0 F) H0: m1 (sample) = m2 (population) = m3 (control) What is the alternative hypothesis for scenario 1? A) H1: m1 < m2 B) H1: m ≠ µ C) H1: m1 ≠ m2 ≠ m3 D) r ≠ 0
College Algebra (MindTap Course List)
12th Edition
ISBN:9781305652231
Author:R. David Gustafson, Jeff Hughes
Publisher:R. David Gustafson, Jeff Hughes
Chapter8: Sequences, Series, And Probability
Section8.7: Probability
Problem 6E: List the sample space of each experiment. Tossing three coins
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Question 1
Scenario 1: The city of Pawnee wants to see how their high school seniors' SAT scores compare to the SAT scores of the rest of the country.
What is the most appropriate test statistic to use to test the hypothesis in scenario 1? (out of these choices)
A) One way ANOVA
B) One sample z-test
C) Correlation coefficient
D) Dependent samples t test
E) Independent samples t-test
F) Regression
G) Z-score
Question 2 - What is the null hypothesis for scenario 1?
A )H0: m (sample) = µ (population)
B) H0: m1 (sample)
m2 (population)
C) H0: m (population)
µ (sample)
D) H0: X (sample) > µ (population)
E) r > 0
F) H0: m1 (sample) = m2 (population) = m3 (control)
What is the alternative hypothesis for scenario 1?
A) H1: m1 < m2
B) H1: m ≠ µ
C) H1: m1 ≠ m2 ≠ m3
D) r ≠ 0
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