Suppose that 29% of undergraduates at a large university are involved in a campus organization. The administration plans to take an SRS of 100 undergraduates from the population of over 20,000 undergraduate students at the school to see what proportion of students sampled are involved in a campus organization. What are the mean and standard deviation of the sampling distribution of the proportion of undergraduate students who are involved in a campus organization? Choose 1 answer: Hp = (100)(0.29) Of = /100(0.29)(0.71) Hộ = (100)(0.29) %3D (0.29)(0.71) 100 Hij = 0.29 (0.29)(0.71) 20,000
Suppose that 29% of undergraduates at a large university are involved in a campus organization. The administration plans to take an SRS of 100 undergraduates from the population of over 20,000 undergraduate students at the school to see what proportion of students sampled are involved in a campus organization. What are the mean and standard deviation of the sampling distribution of the proportion of undergraduate students who are involved in a campus organization? Choose 1 answer: Hp = (100)(0.29) Of = /100(0.29)(0.71) Hộ = (100)(0.29) %3D (0.29)(0.71) 100 Hij = 0.29 (0.29)(0.71) 20,000
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Mean and standard deviation of sample proportions
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Suppose that 29% of undergraduates at a large university are involved in a campus organization. The
administration plans to take an SRS of 100 undergraduates from the population of over 20,000 undergraduate
students at the school to see what proportion of students sampled are involved in a campus organization.
What are the mean and standard deviation of the sampling distribution of the proportion of undergraduate
students who are involved in a campus organization?
Choose 1 answer:
Hp = (100)(0.29)
Of = /100(0.29)(0.71)
Hộ = (100)(0.29)
(0.29)(0.71)
os =
100
Hộ = 0.29
(0.29)(0.71)
20,000
Os =
2 of 4 . Ooo
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