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Exercises: 1) Consider these six values a population: 13, 3, 8, 10, 8, 6 a) Compute the population mean. (Rounded to the nearest two decimal places) ΣΧ N b) Compute the population median: c) Compute the population range. R= highest value - lowest value = d) Compute the population variance. (Rounded to the nearest two decimal places) X Median = Range 62 = 6= 0 = = 0= X-μ 0.00 c) Compute the population standard deviation. (Rounded to the nearest two decimal places) (x-μ) N = (x-μ)² 0.00

Exercises: 1) Consider these six values a population: 13, 3, 8, 10, 8, 6 a) Compute the population mean. (Rounded to the nearest two decimal places) ΣΧ N b) Compute the population median: c) Compute the population range. R= highest value - lowest value = d) Compute the population variance. (Rounded to the nearest two decimal places) X Median = Range 62 = 6= 0 = = 0= X-μ 0.00 c) Compute the population standard deviation. (Rounded to the nearest two decimal places) (x-μ) N = (x-μ)² 0.00

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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EXERCISE-1 CONSIDERE LOS SIGUIENTES VALORES DE UNA POBLACION: 500, 250, 375, 400, 300, 275 Exercises: 1) Consider these six values a population: 13, 3, 8, 10, 8, 6 a) Compute the population mean. (Rounded to the nearest two decimal places) Ex N b) Compute the population median: c) Compute the population range. R= highest value - lowest value = d) Compute the population variance. (Rounded to the nearest two decimal places) X μ Median = Range 62 = = 6= 0 = - H- 0= X-μ -V 0.00 c) Compute the population standard deviation. (Rounded to the nearest two decimal places) (x-μ) N (x-μ)² 0.00
Transcribed Image Text:EXERCISE-1 CONSIDERE LOS SIGUIENTES VALORES DE UNA POBLACION: 500, 250, 375, 400, 300, 275 Exercises: 1) Consider these six values a population: 13, 3, 8, 10, 8, 6 a) Compute the population mean. (Rounded to the nearest two decimal places) Ex N b) Compute the population median: c) Compute the population range. R= highest value - lowest value = d) Compute the population variance. (Rounded to the nearest two decimal places) X μ Median = Range 62 = = 6= 0 = - H- 0= X-μ -V 0.00 c) Compute the population standard deviation. (Rounded to the nearest two decimal places) (x-μ) N (x-μ)² 0.00
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