The goal of the project is to practice conducting a hypothesis test for a mean and proportion with re failed assumptions tests. Use primary methods described in text and used on homework.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section1.2: Exponents And Radicals
Problem 87E
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Question
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1
12
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4
15
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Age
A
B
Gender
24 M
23 M
20 F
27 M
40 F
24 F
20 F
43 M
21 F
32 F
21 M
30 F
36 F
19 M
38 M
32 M
22 M
21 F
20 F
19 M
30 F
20 M
с
D
Limits
Freq.
Mid.
RF
CF
Ogive:
Polygon
Total:
E
Points
2222
1
2
2
2
2
2
3
3
25
F
Age Frequency Distribution:
Class Limits
19
25
31
37
43
G
H
K
For the following questions, use only the "age" column:
Class Width
5
Midpoint Freq.
24
21.5
30
27.5
Relative Cumulative
Frequency
Relative Freq
13
0.5910
0.1360
0.1360
0.0910
0.0450
3
36
33.5
0.5910
0.7270
0.8640
0.9550
1.0000
42
3
2
1
39.5
48
45.5
26.45 *Round to two decimals
23.5 *Round to one decimal
7.49 *Round to two decimals
20.3 *Round to one decimal
31.5 *Round to one decimal
Ogive:
1.2000
1.0000
0.8000
0.6000
0.4000
0.2000
0.0000
Low
High
Mean
Median
Sample Standard deviation:
Q1
Q3
0
0.5910
1
Relative Frequency
0.8640
0.7270
2
3
M
N
P
Q
Help for this spreadsheet
• Review 2.2, 3.1-3.3 of your text. Also watch
Excel Videos in BlackBoard.
• Your data is already copied into columns A
and B.
Only cells in yellow need to be completed.
• Choose a class width according to the
following equation (rounded up to whole
number):
CLASS WIDTH=(MAX VALUE-MIN VALUE)/#
of Classes (5)
• The ogive and polygon graphs need to be
included on this page under the headers
below. Please do not put them on a separate
Polygon:
1.0000
14
12
10
5
0.9550
4
6
8
6
4
2
0
13
1
Frequency Polygon
3
3
2
R
3
2
4
S
1
5
T
U
Transcribed Image Text:1 2 3 4 5 6 7 8 9 10 1 12 13 4 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 Age A B Gender 24 M 23 M 20 F 27 M 40 F 24 F 20 F 43 M 21 F 32 F 21 M 30 F 36 F 19 M 38 M 32 M 22 M 21 F 20 F 19 M 30 F 20 M с D Limits Freq. Mid. RF CF Ogive: Polygon Total: E Points 2222 1 2 2 2 2 2 3 3 25 F Age Frequency Distribution: Class Limits 19 25 31 37 43 G H K For the following questions, use only the "age" column: Class Width 5 Midpoint Freq. 24 21.5 30 27.5 Relative Cumulative Frequency Relative Freq 13 0.5910 0.1360 0.1360 0.0910 0.0450 3 36 33.5 0.5910 0.7270 0.8640 0.9550 1.0000 42 3 2 1 39.5 48 45.5 26.45 *Round to two decimals 23.5 *Round to one decimal 7.49 *Round to two decimals 20.3 *Round to one decimal 31.5 *Round to one decimal Ogive: 1.2000 1.0000 0.8000 0.6000 0.4000 0.2000 0.0000 Low High Mean Median Sample Standard deviation: Q1 Q3 0 0.5910 1 Relative Frequency 0.8640 0.7270 2 3 M N P Q Help for this spreadsheet • Review 2.2, 3.1-3.3 of your text. Also watch Excel Videos in BlackBoard. • Your data is already copied into columns A and B. Only cells in yellow need to be completed. • Choose a class width according to the following equation (rounded up to whole number): CLASS WIDTH=(MAX VALUE-MIN VALUE)/# of Classes (5) • The ogive and polygon graphs need to be included on this page under the headers below. Please do not put them on a separate Polygon: 1.0000 14 12 10 5 0.9550 4 6 8 6 4 2 0 13 1 Frequency Polygon 3 3 2 R 3 2 4 S 1 5 T U
Note: The goal of the project is to practice conducting a hypothesis test for a mean and proportion with rea
about failed assumptions tests. Use primary methods described in text and used on homework.
For the following two hypothesis tests, use alpha = .05
Points
Claim: The average age of online students is 32 years old. Can you prove it is not?
1
Ho:
2
Ha:
Sample mean:
Sample St. Dev:
0
0
Note: Calculation cells should
list the numbers and operations
used to get your answers. Do
not put the generic formula and
show all calculation steps.
2
Distribution:
2
Test Statistic:
*2 decimals Calculation:
*4 decimals
2
p-value:
1
Decision:
Interpretation:
(context)
2
Claim: The proportion of males in online classes is 35%. Can you prove it is not?
1
Ho:
2
Ha:
Sample Proportion Males
0 Sample Proportion Females
0
2
Distribution:
3
Test Statistic:
p-value:
Decision:
Interpretation:
(context)
INW
2
1
2
25 Total Points
*2 decimals Calculation:
*4 decimals
Transcribed Image Text:Note: The goal of the project is to practice conducting a hypothesis test for a mean and proportion with rea about failed assumptions tests. Use primary methods described in text and used on homework. For the following two hypothesis tests, use alpha = .05 Points Claim: The average age of online students is 32 years old. Can you prove it is not? 1 Ho: 2 Ha: Sample mean: Sample St. Dev: 0 0 Note: Calculation cells should list the numbers and operations used to get your answers. Do not put the generic formula and show all calculation steps. 2 Distribution: 2 Test Statistic: *2 decimals Calculation: *4 decimals 2 p-value: 1 Decision: Interpretation: (context) 2 Claim: The proportion of males in online classes is 35%. Can you prove it is not? 1 Ho: 2 Ha: Sample Proportion Males 0 Sample Proportion Females 0 2 Distribution: 3 Test Statistic: p-value: Decision: Interpretation: (context) INW 2 1 2 25 Total Points *2 decimals Calculation: *4 decimals
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