Data set to be used with question #1: 6.42, 6.76, 6.56, 4.8, 8.43, 7.49, 8.05, 5.05, 5.77, 3.91, 6.77, 6.44, 6.17, 7.67, 7.34, 6.85, 5.13, 5.73 The distribution of this data set is taken from a normal distribution with some unknown mean μ and known variance σ2=1.42. 1. Compute the point estimate (i.e. ^μ=1 n∑k=1 nxi) of the mean μ from the data sample and the probability of the random variable is below 90% of the estimate: Pr ( ̄X ≤0.9 ^μ) please show how to solve it. no excel please.
Data set to be used with question #1: 6.42, 6.76, 6.56, 4.8, 8.43, 7.49, 8.05, 5.05, 5.77, 3.91, 6.77, 6.44, 6.17, 7.67, 7.34, 6.85, 5.13, 5.73 The distribution of this data set is taken from a normal distribution with some unknown mean μ and known variance σ2=1.42. 1. Compute the point estimate (i.e. ^μ=1 n∑k=1 nxi) of the mean μ from the data sample and the probability of the random variable is below 90% of the estimate: Pr ( ̄X ≤0.9 ^μ) please show how to solve it. no excel please.
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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Data set to be used with question #1:
6.42, 6.76, 6.56, 4.8, 8.43, 7.49, 8.05, 5.05, 5.77, 3.91, 6.77, 6.44, 6.17, 7.67, 7.34, 6.85, 5.13, 5.73
The distribution of this data set is taken from a
variance σ2=1.42.
1. Compute the point estimate (i.e. ^μ=1 n∑k=1 nxi) of the mean μ from the data sample and the
probability of the random variable is below 90% of the estimate:
Pr ( ̄X ≤0.9 ^μ)
please show how to solve it. no excel please.
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