Statistical Analysis (You may use excel but please show the process. No long explanation needed. Rate will be given)Multiple Choice: Choose the correcr answerA. Find a regression line relating systolic blood pressure to weightB. Test for significance of regression using α = 0.05C. Estimate the correlation coefficientChoices: a.y = -25.294 + 1.426xRegression model is significantr = 0.77349 b.y = 69.104 + 0.419xRegression model is significantr = 0.77349 c.y = 69.104 + 0.419xRegression model is not significantr = 0.5982 d.y = 5.50 + 6.73xRegression model is significantr = 0.77349 e.y = 69.104 + 0.419xRegression model is not significantr = 0.77349 The weight and systolic blood pressure of 26 randomly selected males in the age group 25 to 30 areshown in the table below. Assume that the weight and blood pressure are jointly normally distributedSystolic BP SubjectWeightSystolic BPSubject1Weight16513014172153216713315159128318015016168132415512817174149521215118183158617514619215150719015020195163821014021180156920014822143124101491252324017011158133235165121691351921601317015018715922262425

Given, The weight and systolic blood pressure of 26 randomly selected males in the age group 25 to…

Answered: en) Multiple Choice: Choose the…

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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Statistical Analysis (You may use excel but please show the process. No long explanation needed. Rate will be given)

Multiple Choice: Choose the correcr answer

A. Find a regression line relating systolic blood pressure to weight

B. Test for significance of regression using α = 0.05

C. Estimate the correlation coefficient

Choices:

	a.	y = -25.294 + 1.426x Regression model is significant r = 0.77349
	b.	y = 69.104 + 0.419x Regression model is significant r = 0.77349
	c.	y = 69.104 + 0.419x Regression model is not significant r = 0.5982
	d.	y = 5.50 + 6.73x Regression model is significant r = 0.77349
	e.	y = 69.104 + 0.419x Regression model is not significant r = 0.77349