When comparing two independent population means given the variances from thetwo populations are not equal, if we use the notation n1 for sample size 1, n, forsample size 2, z, for sample 1 mean and žz for sample 2 mean, what is the correctformula to calculate the degree of freedom of the T-distribution?a) n1-1b) п2-1c) x1 - 82d) smaller of n1-1 and n2-1

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Given that sample size 1 is n1 and sample size 2 is n2

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When comparing two independent population means given the variances from the two populations are not equal, if we use the notation n1 for sample size 1, n, for sample size 2, ã for sample 1 mean and xz for sample 2 mean, what is the correct formula to calculate the degree of freedom of the T-distribution? a) n1 -1 b) п2-1 c) ã1 - 82 d) smaller of n1 -1 and n2-1

When comparing two independent population means given the variances from the two populations are not equal, if we use the notation n1 for sample size 1, n, for sample size 2, ã for sample 1 mean and xz for sample 2 mean, what is the correct formula to calculate the degree of freedom of the T-distribution? a) n1 -1 b) п2-1 c) ã1 - 82 d) smaller of n1 -1 and n2-1

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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When comparing two independent population means given the variances from the
two populations are not equal, if we use the notation n1 for sample size 1, n, for
sample size 2, z, for sample 1 mean and žz for sample 2 mean, what is the correct
formula to calculate the degree of freedom of the T-distribution?
a) n1-1
b) п2-1
c) x1 - 82
d) smaller of n1-1 and n2-1

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