Proctor & Gamble claims that at least half the bars of Ivory soap they produce are 99.44% pure (or more pure) as advertised. Unilever, one of Proctor & Gamble's competitors, wishes to put this claim to the test. They sample the purity of 112 bars of Ivory soap. They find that 53 of them meet the 99.44% purity advertised. What type of test should be run? z-test of a proportion t-test of a mean
Proctor & Gamble claims that at least half the bars of Ivory soap they produce are 99.44% pure (or more pure) as advertised. Unilever, one of Proctor & Gamble's competitors, wishes to put this claim to the test. They sample the purity of 112 bars of Ivory soap. They find that 53 of them meet the 99.44% purity advertised. What type of test should be run? z-test of a proportion t-test of a mean
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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Proctor & Gamble claims that at least half the bars of Ivory soap they produce are 99.44% pure (or more pure) as advertised. Unilever, one of Proctor & Gamble's competitors, wishes to put this claim to the test. They sample the purity of 112 bars of Ivory soap. They find that 53 of them meet the 99.44% purity advertised.
What type of test should be run?
The alternative hypothesis indicates a
Calculate the p-value.
Does Unilever have sufficient evidence to reject Proctor & Gamble's claim?
What type of test should be run?
- z-test of a proportion
- t-test of a mean
The alternative hypothesis indicates a
- two-tailed test
- left-tailed test
- right-tailed test
Calculate the p-value.
Does Unilever have sufficient evidence to reject Proctor & Gamble's claim?
- No
- Yes
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