please answer number 1 along with all of the blanks included in number 1 1. A sample of body fat percentages of 28 male bodybuilders was taken. The percentages were:(3.4%, 3.5%, 3.8%, 3.8%, 3.8%, 3.9%, 3.9%, 3.9%, 3.9%, 3.9%, 4.1%, 4.5%, 4.8%, 4.9%, 5.1%, 5.1%. 5.3%,5.5%, 5.6%, 5.9%, 6%, 6.2%, 6.2%, 6.5%, 6.8%, 6.9%, 7.2%, 7.6%}. If you don't have a computer, ask me forthe statistics; these are on uLcarn.Construct a 95% confidence interval for the population mean of bodybuilders.St. Dev.C.-t(critical value)Critical Value =a. I am 95% confident the population mean lies between 4.52% and 5.95%b. I am 95% confident the population mean lies between 4.59% and 5.56%c. I am 95% confident the population mean lies between 4.67% and 5.47%d. I am 95% confident the population mean lies between 3.25% and 6.63%e. I am 95% confident the population mean lies between 4.81% and 5.27%A standard 6-sided die has an expected value of 3.5 if the die is fair. This means that, over time, your rolls will average to3.5. So, for a fair die, the population mean is 3.5 (µ=3.5). 1 hand you a regular die and ask you to determine if the dieis fair. You perform a test and roll the die 50 times. Your results are under the "exam data" tab in uLearn.Perform a Hypothesis Test with a.01 by utilizing a 99% confidence interval. Remember that the rejection regions areOUTSIDE of the confidence interval.Use this data for questions 2-6.Critical Value = UTF-8"Test3DataSetwCorr.xlsxXEdits will not be automatically saved. Save now• DownloadA ShareFile Edit Insert Format HelpUnsaved changesQ Q11 . B I U S A.Calibrif* 3.4C DE G HK LT UAge 99ABEJMNPR SVWXYAAАВ13.4216.294035Glucose| 432Body3.550101 15.75Class 150Class 245Correlation2165Utz 16.08Bag: 15.703Fat3.8Rolls6545Data25794Percents3.8of a4704542753.8Die415.577045578763.9615.737545598173.9216.4075453.9616.3375503.9416.157555103.9416.488055114.1315.678060124.5615,578060134.8615.858060144.9215.908565155.1615.558570165.1615.978570175.315.628570185.5215.479070195.6215.339075205.915.37907521616.289080226.2615.839580236.215.729580246.516.339580256.8515.979585266.9616.409585277.2116.259585287.6615.771058529615.8590Sheet1

A sample of body fat percentages of 28 male bodybuilders was taken. The percentages (3.4%, 3.5%, 3.8%, 3.8%, 3.8%, 3.9%, 3.9%, 3.9%, 3.9%, 3.9%, 4.1%, 4.5%, 4.8%, 4.9%, 5.1%, 5.1%. 5.3%, 5.5%, 5.6%, 5.9%, 6%, 6.2%, 6.2%, 6.5%, 6.8%, 6.9%, 7.2%, 7.6%}. If you don't have a computer, ask me for the statistics; these are on uLcarn. Construct a 95% confidence interval for the population mean of bodybuilders. St.- Dev. C.J.-xt(critical value): Critical ·Value =, a. Iam 95% confident the population mean lies between 4.52% and 5.95% b. Iam 95% confident the population mean lies between 4.59% and 5.56% c. Iam 95% confident the population mean lies between 4.67% and 5.47% d. I am 95% confident the population mean lies between 3.25% and 6.63% e. I am 95% confident the population mean lies between 4.81% and 5.27%

A sample of body fat percentages of 28 male bodybuilders was taken. The percentages (3.4%, 3.5%, 3.8%, 3.8%, 3.8%, 3.9%, 3.9%, 3.9%, 3.9%, 3.9%, 4.1%, 4.5%, 4.8%, 4.9%, 5.1%, 5.1%. 5.3%, 5.5%, 5.6%, 5.9%, 6%, 6.2%, 6.2%, 6.5%, 6.8%, 6.9%, 7.2%, 7.6%}. If you don't have a computer, ask me for the statistics; these are on uLcarn. Construct a 95% confidence interval for the population mean of bodybuilders. St.- Dev. C.J.-xt(critical value): Critical ·Value =, a. Iam 95% confident the population mean lies between 4.52% and 5.95% b. Iam 95% confident the population mean lies between 4.59% and 5.56% c. Iam 95% confident the population mean lies between 4.67% and 5.47% d. I am 95% confident the population mean lies between 3.25% and 6.63% e. I am 95% confident the population mean lies between 4.81% and 5.27%

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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Concept explainers

Power Operation

Power operation is topic of algebra in Math. It is use to represent repeated multiplication. Very big number and very small number can be easily express using power operation. Power operation is useful in many fields. In space engineering, it helps in representing the distance or size of particular heavenly body. In medical field, it is used to represent very small size. In medical field it helps to mention size of bacteria or virus.

Exponents

The exponent or power or index of a variable/number is the number of times that variable/number is multiplied by itself.

Question

please answer number 1 along with all of the blanks included in number 1

1. A sample of body fat percentages of 28 male bodybuilders was taken. The percentages were:
(3.4%, 3.5%, 3.8%, 3.8%, 3.8%, 3.9%, 3.9%, 3.9%, 3.9%, 3.9%, 4.1%, 4.5%, 4.8%, 4.9%, 5.1%, 5.1%. 5.3%,
5.5%, 5.6%, 5.9%, 6%, 6.2%, 6.2%, 6.5%, 6.8%, 6.9%, 7.2%, 7.6%}. If you don't have a computer, ask me for
the statistics; these are on uLcarn.
Construct a 95% confidence interval for the population mean of bodybuilders.
St. Dev.
C.-t(critical value)
Critical Value =
a. I am 95% confident the population mean lies between 4.52% and 5.95%
b. I am 95% confident the population mean lies between 4.59% and 5.56%
c. I am 95% confident the population mean lies between 4.67% and 5.47%
d. I am 95% confident the population mean lies between 3.25% and 6.63%
e. I am 95% confident the population mean lies between 4.81% and 5.27%
A standard 6-sided die has an expected value of 3.5 if the die is fair. This means that, over time, your rolls will average to
3.5. So, for a fair die, the population mean is 3.5 (µ=3.5). 1 hand you a regular die and ask you to determine if the die
is fair. You perform a test and roll the die 50 times. Your results are under the "exam data" tab in uLearn.
Perform a Hypothesis Test with a.01 by utilizing a 99% confidence interval. Remember that the rejection regions are
OUTSIDE of the confidence interval.
Use this data for questions 2-6.
Critical Value =

UTF-8"Test3DataSetwCorr.xlsx
X
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Q Q
11 . B I U S A.
Calibri
f* 3.4
C D
E G H
K L
T U
Age 99
A
B
E
J
M
N
P
R S
V
W
X
Y
AA
АВ
1
3.4
2
16.29
40
35
Glucose| 43
2
Body
3.5
50
101 15.75
Class 1
50
Class 2
45
Correlation
21
65
Utz 16.08
Bag: 15.70
3
Fat
3.8
Rolls
65
45
Data
25
79
4
Percents
3.8
of a
4
70
45
42
75
3.8
Die
4
15.57
70
45
57
87
6
3.9
6
15.73
75
45
59
81
7
3.9
2
16.40
75
45
3.9
6
16.33
75
50
3.9
4
16.15
75
55
10
3.9
4
16.48
80
55
11
4.1
3
15.67
80
60
12
4.5
6
15,57
80
60
13
4.8
6
15.85
80
60
14
4.9
2
15.90
85
65
15
5.1
6
15.55
85
70
16
5.1
6
15.97
85
70
17
5.3
15.62
85
70
18
5.5
2
15.47
90
70
19
5.6
2
15.33
90
75
20
5.9
15.37
90
75
21
6
16.28
90
80
22
6.2
6
15.83
95
80
23
6.2
15.72
95
80
24
6.5
16.33
95
80
25
6.8
5
15.97
95
85
26
6.9
6
16.40
95
85
27
7.2
1
16.25
95
85
28
7.6
6
15.77
105
85
29
6
15.85
90
Sheet1

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