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The total number of candies in the sample = _1410 Number of red candies:_263_ Number of orange candies:_323_ Number of yellow candies:_300_ Number of green candies:_247_ Number of purple candies:_277_ Proportion of red candies:_0.187_ Proportion of orange candies:_0.229_ Proportion of yellow candies:_0.213_ Proportion of green candies:_0.175_ Proportion of purple candies:_0.186_ The total number of candies in your own single 2.17-ounce bag of Skitles" 59 The total number of bags in the sample collected by the entire class: 24 The total number of candies in the sample collected by the entire class:_1410 For the entire sample: i: 58.8 _(the mean number of candies per bag rounded to 1 decimal place) Method used to calculate: s:_2.01_ (the standard deviation of the number of candies per bag rounded to two decimal places) Method used to calculate: 5-number summary:_56,57,59,60,65 (round to one decimal place where necessary) Method used to calculate: Quick Reference for Confidence Intervals For the interval estimate of the proportion of purple candies: p=, For the interval estimate of the mean number of candies in a bag: For the interval estimate of the standard deviation of the number of candies in a bag: Quick Reference for Hypothesis Tests For testing the claim that 20% of Skittles" are green: p=. н. н: For testing the claim that the mean number of Skittles" in a 2.17-oz. bag is 55: H : н,

The total number of candies in the sample = _1410 Number of red candies:_263_ Number of orange candies:_323_ Number of yellow candies:_300_ Number of green candies:_247_ Number of purple candies:_277_ Proportion of red candies:_0.187_ Proportion of orange candies:_0.229_ Proportion of yellow candies:_0.213_ Proportion of green candies:_0.175_ Proportion of purple candies:_0.186_ The total number of candies in your own single 2.17-ounce bag of Skitles" 59 The total number of bags in the sample collected by the entire class: 24 The total number of candies in the sample collected by the entire class:_1410 For the entire sample: i: 58.8 _(the mean number of candies per bag rounded to 1 decimal place) Method used to calculate: s:_2.01_ (the standard deviation of the number of candies per bag rounded to two decimal places) Method used to calculate: 5-number summary:_56,57,59,60,65 (round to one decimal place where necessary) Method used to calculate: Quick Reference for Confidence Intervals For the interval estimate of the proportion of purple candies: p=, For the interval estimate of the mean number of candies in a bag: For the interval estimate of the standard deviation of the number of candies in a bag: Quick Reference for Hypothesis Tests For testing the claim that 20% of Skittles" are green: p=. н. н: For testing the claim that the mean number of Skittles" in a 2.17-oz. bag is 55: H : н,

MATLAB: An Introduction with Applications
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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I've already filled out the data (the first picture) Im needing help doing the confidence interval part please

The total number of candies in the sample = _1410 Number of red candies:_263_ Number of orange candies:_323_ Number of yellow candies:_300_ Number of green candies:_247_ Number of purple candies:_277_ Proportion of red candies:_0.187_ Proportion of orange candies:_0.229_ Proportion of yellow candies:_0.213_ Proportion of green candies:_0.175_ Proportion of purple candies:_0.186_ The total number of candies in your own single 2.17-ounce bag of Skitles" 59 The total number of bags in the sample collected by the entire class: 24 The total number of candies in the sample collected by the entire class:_1410 For the entire sample: i: 58.8 _(the mean number of candies per bag rounded to 1 decimal place) Method used to calculate: s:_2.01_ (the standard deviation of the number of candies per bag rounded to two decimal places) Method used to calculate: 5-number summary:_56,57,59,60,65 (round to one decimal place where necessary) Method used to calculate:
Transcribed Image Text:The total number of candies in the sample = _1410 Number of red candies:_263_ Number of orange candies:_323_ Number of yellow candies:_300_ Number of green candies:_247_ Number of purple candies:_277_ Proportion of red candies:_0.187_ Proportion of orange candies:_0.229_ Proportion of yellow candies:_0.213_ Proportion of green candies:_0.175_ Proportion of purple candies:_0.186_ The total number of candies in your own single 2.17-ounce bag of Skitles" 59 The total number of bags in the sample collected by the entire class: 24 The total number of candies in the sample collected by the entire class:_1410 For the entire sample: i: 58.8 _(the mean number of candies per bag rounded to 1 decimal place) Method used to calculate: s:_2.01_ (the standard deviation of the number of candies per bag rounded to two decimal places) Method used to calculate: 5-number summary:_56,57,59,60,65 (round to one decimal place where necessary) Method used to calculate:
Quick Reference for Confidence Intervals For the interval estimate of the proportion of purple candies: p=, For the interval estimate of the mean number of candies in a bag: For the interval estimate of the standard deviation of the number of candies in a bag: Quick Reference for Hypothesis Tests For testing the claim that 20% of Skittles" are green: p=. н. н: For testing the claim that the mean number of Skittles" in a 2.17-oz. bag is 55: H : н,
Transcribed Image Text:Quick Reference for Confidence Intervals For the interval estimate of the proportion of purple candies: p=, For the interval estimate of the mean number of candies in a bag: For the interval estimate of the standard deviation of the number of candies in a bag: Quick Reference for Hypothesis Tests For testing the claim that 20% of Skittles" are green: p=. н. н: For testing the claim that the mean number of Skittles" in a 2.17-oz. bag is 55: H : н,
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