Theorem 3: Let x - (x1, X2 - m-, Xyo. sample variance S. Also, let y = (Y, Y ..yp m m,Ya) be a data set with a sample mean ỹ and a sample variance S3. Finally, let z = x- y such that z- (X1- Yı, X2 – y2 -- . X - Y... ., Xn – Yn). „X„) be a data set with a sample mean i and a .X - y Xn - Yn) Show that i -i .
Theorem 3: Let x - (x1, X2 - m-, Xyo. sample variance S. Also, let y = (Y, Y ..yp m m,Ya) be a data set with a sample mean ỹ and a sample variance S3. Finally, let z = x- y such that z- (X1- Yı, X2 – y2 -- . X - Y... ., Xn – Yn). „X„) be a data set with a sample mean i and a .X - y Xn - Yn) Show that i -i .
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.8: Probability
Problem 30E
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