Here are the means and standard deviations of the weights of two groups of people. Group A B Which statement is true? Mean (lbs) Standard Deviation (lbs) 11.4 8.2 128 132 The weights of each group follow a Normal model. A 130 pound person is closer to average in group A than group B. All the people in group A weigh less than all the people in group B. Compared to Group B, the weights in group A are closer to the mean.
Here are the means and standard deviations of the weights of two groups of people. Group A B Which statement is true? Mean (lbs) Standard Deviation (lbs) 11.4 8.2 128 132 The weights of each group follow a Normal model. A 130 pound person is closer to average in group A than group B. All the people in group A weigh less than all the people in group B. Compared to Group B, the weights in group A are closer to the mean.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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Question
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1
2
Here are the means and standard deviations of the weights of two groups of people.
Group
A
B
Which statement is true?
2
@
Previous
W
The weights of each group follow a Normal model.
A 130 pound person is closer to average in group A than group B.
All the people in group A weigh less than all the people in group B.
Compared to Group B, the weights in group A are closer to the mean.
#
3
C
54
$
DL
%
5
t
9
Mean (lbs) Standard Deviation (lbs)
11.4
8.2
A
6
128
132
y
b
300
&
7
h
O
*00
8
O
9
E
k
✓
O"
Transcribed Image Text:0
1
2
Here are the means and standard deviations of the weights of two groups of people.
Group
A
B
Which statement is true?
2
@
Previous
W
The weights of each group follow a Normal model.
A 130 pound person is closer to average in group A than group B.
All the people in group A weigh less than all the people in group B.
Compared to Group B, the weights in group A are closer to the mean.
#
3
C
54
$
DL
%
5
t
9
Mean (lbs) Standard Deviation (lbs)
11.4
8.2
A
6
128
132
y
b
300
&
7
h
O
*00
8
O
9
E
k
✓
O
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