2. Consider a dataset {x}=1 with mean and standard deviation s. Assume that two datasets, {y}_₁ and {z;}?_₁, are created, defined by yi = ½ − 4xį and zi = 2xi + x. (a) Find the mean y of the dataset {y;}?_1 in terms of ☎ and så. (b) Find the mean z of the dataset {z;}_1 in terms of ☎ and sø. (c) Find the standard deviation s₁, of the dataset {y;}?, in terms of and st. 1
2. Consider a dataset {x}=1 with mean and standard deviation s. Assume that two datasets, {y}_₁ and {z;}?_₁, are created, defined by yi = ½ − 4xį and zi = 2xi + x. (a) Find the mean y of the dataset {y;}?_1 in terms of ☎ and så. (b) Find the mean z of the dataset {z;}_1 in terms of ☎ and sø. (c) Find the standard deviation s₁, of the dataset {y;}?, in terms of and st. 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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Hello, could I please get a solution for A through D
![=
=1
2. Consider a dataset {x;}_₁ with mean and standard deviation s. Assume that two new
datasets, {y}_1 and {z}_₁, are created, defined by Yi - 4x, and z₁ = : 2x₁ + x.
(a) Find the mean y of the dataset {y}_1 in terms of ☎ and sx.
(b) Find the mean z of the dataset {z;}_₁ in terms of ã and så.
(c) Find the standard deviation sy of the dataset {y}_1 in terms of ☎ and sø.
(d) Find the standard deviation sz of the dataset {z}_₁ in terms of and sx.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fd4ec5365-c37d-4bb3-aceb-f647486050ab%2Fcee6ed56-705a-41c1-aa16-970a3ba8ba50%2Fe5mkjne_processed.png&w=3840&q=75)
Transcribed Image Text:=
=1
2. Consider a dataset {x;}_₁ with mean and standard deviation s. Assume that two new
datasets, {y}_1 and {z}_₁, are created, defined by Yi - 4x, and z₁ = : 2x₁ + x.
(a) Find the mean y of the dataset {y}_1 in terms of ☎ and sx.
(b) Find the mean z of the dataset {z;}_₁ in terms of ã and så.
(c) Find the standard deviation sy of the dataset {y}_1 in terms of ☎ and sø.
(d) Find the standard deviation sz of the dataset {z}_₁ in terms of and sx.
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Note: Hi, there! "Since you have posted a question with multiple-subparts, we are answering first three subparts for you as per our q&a guidelines. Kindly repost the question and specify part(d) to solve"
Given that the data set and standard deviation .
The data set is defined as .
The data set is defined as
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