The cumulative frequency and cumulative relativefrequency for a particular class interval are the sum offrequencies and relative frequencies, respectively, forthat interval and all intervals lying below it. If, forexample, there are four intervals with frequencies 9,16, 13, and 12, then the cumulative frequencies are 9, 25, 38, and 50, and the cumulative relative frequenciesare .18, .50, .76, and 1.00. Compute the cumulativefrequencies and cumulative relative frequencies for thedata of Exercise 24.
The cumulative frequency and cumulative relativefrequency for a particular class interval are the sum offrequencies and relative frequencies, respectively, forthat interval and all intervals lying below it. If, forexample, there are four intervals with frequencies 9,16, 13, and 12, then the cumulative frequencies are 9, 25, 38, and 50, and the cumulative relative frequenciesare .18, .50, .76, and 1.00. Compute the cumulativefrequencies and cumulative relative frequencies for thedata of Exercise 24.
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter2: Equations And Inequalities
Section: Chapter Questions
Problem 59RE
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The cumulative frequency and cumulative relative
frequency for a particular class interval are the sum of
frequencies and relative frequencies, respectively, for
that interval and all intervals lying below it. If, for
example, there are four intervals with frequencies 9,
16, 13, and 12, then the cumulative frequencies are 9, 25, 38, and 50, and the cumulative relative frequencies
are .18, .50, .76, and 1.00. Compute the cumulative
frequencies and cumulative relative frequencies for the
data of Exercise 24.
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