Kiwi pukupuku (little spotted kiwi) are a native species of kiwi that inhabit the northern two-thirds of the North Island of Aotearoa, New Zealand. They are considered an endangered vulnerable species and it is estimated that there are about 35,000 individuals. In a random sample of n=35 female kiwi pukupuku, the average weight was 1.7kg. Perform a randomisation test to see if this sample provides evidence that the population mean weight of female kiwi pukupuku is more than 1.5kg. A randomisation distribution showing 500 randomisation statistics is given below. Fill in the blank below: "We assume ______________________________, when generating a randomisation distribution."
Kiwi pukupuku (little spotted kiwi) are a native species of kiwi that inhabit the northern two-thirds of the North Island of Aotearoa, New Zealand. They are considered an endangered vulnerable species and it is estimated that there are about 35,000 individuals. In a random sample of n=35 female kiwi pukupuku, the average weight was 1.7kg. Perform a randomisation test to see if this sample provides evidence that the population mean weight of female kiwi pukupuku is more than 1.5kg. A randomisation distribution showing 500 randomisation statistics is given below. Fill in the blank below: "We assume ______________________________, when generating a randomisation distribution."
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Kiwi pukupuku (little spotted kiwi) are a native species of kiwi that inhabit the northern two-thirds of the North Island of Aotearoa, New Zealand. They are considered an endangered vulnerable species and it is estimated that there are about 35,000 individuals. In a random sample of n=35 female kiwi pukupuku, the average weight was 1.7kg. Perform a randomisation test to see if this sample provides evidence that the population mean weight of female kiwi pukupuku is more than 1.5kg. A randomisation distribution showing 500 randomisation statistics is given below.
Fill in the blank below: "We assume ______________________________, when generating a randomisation distribution."
Transcribed Image Text:1.2
1.3
1.4
1.5
Weight (kg)
1.6
1.7
:.
1.8
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