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ution whose relative frequency density is given y: ind mean, variance, B1, and B2 and hence show that the distribution is symmetrical. Also (i) End mean deviation about mean, and (ii) show that for this distribution uz+1 = 0, and (iii) End the mode, harmonic mean and median. f(x) = yo- x (2- x), 0SxS 2, %3D

ution whose relative frequency density is given y: ind mean, variance, B1, and B2 and hence show that the distribution is symmetrical. Also (i) End mean deviation about mean, and (ii) show that for this distribution uz+1 = 0, and (iii) End the mode, harmonic mean and median. f(x) = yo- x (2- x), 0SxS 2, %3D

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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Example 5-12. In a continuous distribution whose relative frequency density is givem by : find mean, variance, B1, and B, and hence show that the distribution is symmetrical. Also (i) find mean deviation about mean, and (ii) show that for this distribution uz1+1 = 0, and (iii) find the mode, harmonic mean and median. f(x) = yo: x (2-x), 0 <xS 2, %3D |
Transcribed Image Text:Example 5-12. In a continuous distribution whose relative frequency density is givem by : find mean, variance, B1, and B, and hence show that the distribution is symmetrical. Also (i) find mean deviation about mean, and (ii) show that for this distribution uz1+1 = 0, and (iii) find the mode, harmonic mean and median. f(x) = yo: x (2-x), 0 <xS 2, %3D |
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