from each population with bivariate normal distribution, samples were taken with each size n = 4, as follows. Population I X₁ - G 5 10 85 5 6 9 8 5 45, 11 10 12 11' Population II X₂ = (₁ By using a = 5% a). in population I, test the hypothesis Ho: =(). Is this Ho rejected? 10 b). in population II, test the hypothesis H₂ : μ = (). Is this Ho rejected? 5 10

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.1: Measures Of Center
Problem 9PPS
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from each population with bivariate normal distribution, samples were taken with
each size n = 4, as follows.
6
5 8 5
Population | X₁ = 10 6 9
8
Population II X₂ = (₁
5 45,
11 10 12 11'
By using a = 5%
a). in population 1, test the hypothesis Ho : μ = (₁ Is this Ho rejected?
5
b). in population II, test the hypothesis Ho:μ=(₁). Is this Ho rejected?
10
c). test the hypothesis Ho: E₁ = ₂. Is this Horejected?
Transcribed Image Text:from each population with bivariate normal distribution, samples were taken with each size n = 4, as follows. 6 5 8 5 Population | X₁ = 10 6 9 8 Population II X₂ = (₁ 5 45, 11 10 12 11' By using a = 5% a). in population 1, test the hypothesis Ho : μ = (₁ Is this Ho rejected? 5 b). in population II, test the hypothesis Ho:μ=(₁). Is this Ho rejected? 10 c). test the hypothesis Ho: E₁ = ₂. Is this Horejected?
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