X1,.Xn and Y1,.„Yn are two random samples selected from independent normal distributions with variances Var(X)=s2 and Var(Y)=2s2, respectively o2>0.2U+VU = E-(X –- X)² ve V = En (Y, – Y)? has been defined . According to this information U =202Which of the following is the distribution of the randomvariable M?O A. t(2n-2)O B. x² (2(n-1))O C. t(2n-1)O D. x² (2n-1)

We want find the distribution of (2U+V)/σ2

X1,.Xn and Y1,.Yn are two random samples selected from independent normal distributions with variances Var(X)=s2 and Var(Y)=2s2, respectively o2>0. 2U+V U = E-1(X¡ – X)² ve V = E"(Y, – 7)² has been defined . According to this information U = 2g2 Which of the following is the distribution of the random variable M? O A. t(2n-2) O B. x² (2(n-1)) O C. t(2n-1) O D. x? (2n-1)

X1,.Xn and Y1,.Yn are two random samples selected from independent normal distributions with variances Var(X)=s2 and Var(Y)=2s2, respectively o2>0. 2U+V U = E-1(X¡ – X)² ve V = E"(Y, – 7)² has been defined . According to this information U = 2g2 Which of the following is the distribution of the random variable M? O A. t(2n-2) O B. x² (2(n-1)) O C. t(2n-1) O D. x? (2n-1)

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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