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Now find the standard deviation of the y values. Recall the formula for the standard deviation below where y; is the ith y value, y is the mean of all the y values, and is the sample size. Y₁ The mean of all the y values was found to be y = 7 and the sample size is n = 5. Complete the table. 3 6 2 15 9 Sy Sy = = Y₁ - Y 3-7-4 -1 -5 8 2 Σ(v₁- y)² n-1 4 (y₁ - y)² (-4)² = 16 Enter a number. Find the standard deviation for the y values, rounding the result to four decimal places. Σ(v₁- y)² n-1 64 Σ(y₁ - y)² =

Now find the standard deviation of the y values. Recall the formula for the standard deviation below where y; is the ith y value, y is the mean of all the y values, and is the sample size. Y₁ The mean of all the y values was found to be y = 7 and the sample size is n = 5. Complete the table. 3 6 2 15 9 Sy Sy = = Y₁ - Y 3-7-4 -1 -5 8 2 Σ(v₁- y)² n-1 4 (y₁ - y)² (-4)² = 16 Enter a number. Find the standard deviation for the y values, rounding the result to four decimal places. Σ(v₁- y)² n-1 64 Σ(y₁ - y)² =

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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Step 8 Now find the standard deviation of the y values. Recall the formula for the standard deviation below where y; is the ith y value, y is the mean of all the y values, and n is the sample size. The mean of all the y values was found to be y = 7 and the sample size is n = 5. Complete the table. Y₁ 3 6 2 15 9 Y₁ - Y = 3-7-4 -1 -5 8 Σ(v₁- y)² n-1 2 (y₁ - y)² (-4)² = 16 Enter a number. 64 Σ(y₁ - y)² = [ Find the standard deviation for the y values, rounding the result to four decimal places. Σ(y₁ - y)² n-1
Transcribed Image Text:Step 8 Now find the standard deviation of the y values. Recall the formula for the standard deviation below where y; is the ith y value, y is the mean of all the y values, and n is the sample size. The mean of all the y values was found to be y = 7 and the sample size is n = 5. Complete the table. Y₁ 3 6 2 15 9 Y₁ - Y = 3-7-4 -1 -5 8 Σ(v₁- y)² n-1 2 (y₁ - y)² (-4)² = 16 Enter a number. 64 Σ(y₁ - y)² = [ Find the standard deviation for the y values, rounding the result to four decimal places. Σ(y₁ - y)² n-1
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