Bootstrap Dotplot of Mean -Original Samplen = 30, mean = 139.533O Left Tail Two-Tail U Right Tailsamples = 1000median = 135, stdev = 25.161100mean = 139,509std. error = 4.5104090308020701060100120139.53316018020050Bootstrap Sample Show Data Tablen = 30, mean = 150.333median = 148.5, stdev = 28.0034040303020201010. ..A140139.509125130135145150155100120140150.333160180200(3pts) Use the standard error method ("95% rule") to find a 95% confidence interval for the mean number of homeruns for that baseball season. (Use all decimalplaces in StatKey)About () (do not round)(1pt) What is the margin of error for the confidence interval given above?(do not round).....::::

Name: Bootstrap Dotplot of Mean -Original Samplen = 30, mean = 139.533O Lef
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Description: Bootstrap Dotplot of Mean -Original Samplen = 30, mean = 139.533O Left Tail Two-Tail U Right Tailsamples = 1000median = 135, stdev = 25.161100mean = 139,509std. error = 4.5104090308020701060100120139.53316018020050Bootstrap Sample Show Data Tablen =

Given: n=1000, x¯=139.509, S.E.(σn = 4.510) Therefore, C.I. =139.509 ± 1.96.…

Math

Statistics

Bootstrap Dotplot of Mean Original Sample 30, mean139.533 medlan= 135, andev 25.161 OLen Ta Two TailORight Tail mples-100 100 40 90 30 80 20 70 10 60 .:: . : .. ,... .. i. 139333 ... 100 120 160 180 200 50 Bootstrap Sample Show Data Table 30, mean150.333 medlan = 148.5, atdeev = 28.003 40 30 30 20 20 10 10 1. .. ::: . : . ... 140 125 130 135 139.509 145 150 155 100 120 140 150.333 160 180 200 (3pts) Use the standard error method ("95% rule") to find a 95% confidence interval for the mean number of homeruns for that baseball season. (Use all decimal places in Statkey) About ( ) (do not round) (1pt) What is the margin of error for the confidence interval given above? (do not round)

Bootstrap Dotplot of Mean Original Sample 30, mean139.533 medlan= 135, andev 25.161 OLen Ta Two TailORight Tail mples-100 100 40 90 30 80 20 70 10 60 .:: . : .. ,... .. i. 139333 ... 100 120 160 180 200 50 Bootstrap Sample Show Data Table 30, mean150.333 medlan = 148.5, atdeev = 28.003 40 30 30 20 20 10 10 1. .. ::: . : . ... 140 125 130 135 139.509 145 150 155 100 120 140 150.333 160 180 200 (3pts) Use the standard error method ("95% rule") to find a 95% confidence interval for the mean number of homeruns for that baseball season. (Use all decimal places in Statkey) About ( ) (do not round) (1pt) What is the margin of error for the confidence interval given above? (do not round)

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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Topic Video

Question

Bootstrap Dotplot of Mean -
Original Sample
n = 30, mean = 139.533
O Left Tail Two-Tail U Right Tail
samples = 1000
median = 135, stdev = 25.161
100
mean = 139,509
std. error = 4.510
40
90
30
80
20
70
10
60
100
120
139.533
160
180
200
50
Bootstrap Sample Show Data Table
n = 30, mean = 150.333
median = 148.5, stdev = 28.003
40
40
30
30
20
20
10
10
. ..
A140
139.509
125
130
135
145
150
155
100
120
140
150.333
160
180
200
(3pts) Use the standard error method ("95% rule") to find a 95% confidence interval for the mean number of homeruns for that baseball season. (Use all decimal
places in StatKey)
About (
) (do not round)
(1pt) What is the margin of error for the confidence interval given above?
(do not round)
.....::::

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