Suppose you want to test the following hypotheses: Ho μ = 50 vs. Ha:μ> 50, using an observed sample statistic of Calculate the standardized test statistic. = 54 and a standard error of SE = 1.3. += 54-50 1.3 -3.07 3 Which normal distribution N(u, g) most closely models a bell-shaped bootstrap distribution
Suppose you want to test the following hypotheses: Ho μ = 50 vs. Ha:μ> 50, using an observed sample statistic of Calculate the standardized test statistic. = 54 and a standard error of SE = 1.3. += 54-50 1.3 -3.07 3 Which normal distribution N(u, g) most closely models a bell-shaped bootstrap distribution
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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I got the answer for the first question plz do the do middle questions

Transcribed Image Text:Suppose you want to test the following hypotheses:
Ho : μ = 50 VS. H : μ > 50,
using an observed sample statistic of = 54 and a standard error of SE = 1.3.
Calculate the standardized test statistic.
+= 54-50
1.3
-3.07
3
Which normal distribution N(u, o) most closely models a bell-shaped bootstrap distribution
with standard error SE= 0.07, if the population parameter of interest is ₁ - 2 = 0.236
and the original sample statistic is ₁ - 2 = 0.091?
Which normal distribution N(u, o) most closely models a bell-shaped randomization dis-
tribution with standard error SE= 2.98, if the null parameter is μ = 415, the observed
sample statistic is = 421, and the standard deviation of the observed sample is s = 11.2?
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