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The data below give the amount of money spent on fast food by 14 individuals over a one week period. Calculate the percentile rank of 46 and 36. Round solutions to one decimal place, if necessary. 20 42 54 46 36 38 10 26 36 12 21 36 36 35 Percentile Rank of 46 = 89.3 Percentile Rank of 36 = % Hint: Remember, the percentile rank of an observation a is calculated by the formula エ+0.5y 100 % where x is the number of values less than a, y is the frequency of a., and n is the total number of observations in the data set. Question Help: Read Video Submit Question

The data below give the amount of money spent on fast food by 14 individuals over a one week period. Calculate the percentile rank of 46 and 36. Round solutions to one decimal place, if necessary. 20 42 54 46 36 38 10 26 36 12 21 36 36 35 Percentile Rank of 46 = 89.3 Percentile Rank of 36 = % Hint: Remember, the percentile rank of an observation a is calculated by the formula エ+0.5y 100 % where x is the number of values less than a, y is the frequency of a., and n is the total number of observations in the data set. Question Help: Read Video Submit Question

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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The data below give the amount of money spent on fast food by 14 individuals over a one week period. Calculate the percentile rank of 46 and 36. Round solutions to one decimal place, if necessary. 20 42 54 46 36 38 10 26 36 12 21 36 36 35 Percentile Rank of 46 = | 89.3 Percentile Rank of 36 = Hint: Remember, the percentile rank of an observation a is calculated by the formula I+ 0.5y - 100 % where x is the number of values less than a, y is the frequency of a., and n is the total number of observations in the data set. Question Help: Read Video Submit Question
Transcribed Image Text:The data below give the amount of money spent on fast food by 14 individuals over a one week period. Calculate the percentile rank of 46 and 36. Round solutions to one decimal place, if necessary. 20 42 54 46 36 38 10 26 36 12 21 36 36 35 Percentile Rank of 46 = | 89.3 Percentile Rank of 36 = Hint: Remember, the percentile rank of an observation a is calculated by the formula I+ 0.5y - 100 % where x is the number of values less than a, y is the frequency of a., and n is the total number of observations in the data set. Question Help: Read Video Submit Question
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