"A manufacturer of shampoo claims that 42% of the shampoo users prefer brand X. To test this claim, a random sample of 59 participants are selected and asked what brand they prefer. If 20 of the 59 participants prefer brand X, what conclusion do we draw? Use a 0.1 level of significance." (A) We are 100% sure that the claim is true. B Empirical evidence suggest that it is safe to assume that the claim is true. "The claim is not supported by empirical C) evidence. In fact, it is greater than the said proportion." "The claim is not supported by empirical (D) evidence. In fact, it is less than the said proportion."

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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Question 4
"A manufacturer of shampoo claims that 42% of the
shampoo users prefer brand X. To test this claim, a
random sample of 59 participants are selected and asked
what brand they prefer. If 20 of the 59 participants prefer
brand X, what conclusion do we draw? Use a 0.1 level of
significance."
A
B
We are 100% sure that the claim is true.
Empirical evidence suggest that it is safe to
assume that the claim is true.
"The claim is not supported by empirical
C) evidence. In fact, it is greater than the said
proportion."
"The claim is not supported by empirical
D) evidence. In fact, it is less than the said
proportion."
Transcribed Image Text:Question 4 "A manufacturer of shampoo claims that 42% of the shampoo users prefer brand X. To test this claim, a random sample of 59 participants are selected and asked what brand they prefer. If 20 of the 59 participants prefer brand X, what conclusion do we draw? Use a 0.1 level of significance." A B We are 100% sure that the claim is true. Empirical evidence suggest that it is safe to assume that the claim is true. "The claim is not supported by empirical C) evidence. In fact, it is greater than the said proportion." "The claim is not supported by empirical D) evidence. In fact, it is less than the said proportion."
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