Refer to the data in the accompanying table for the heights of females. Complete parts (a) through (d) below. E Click the icon to view the table of height data. Heights ...... a. Enter the observed frequencies in the table below. GENDER (1= M) Height (cm) Less than 155.35 155.35 – 162.15 162.15 – 168.95 Greater than 168.95 Frequency HEIGHT 171.6 186.9 (Type whole numbers.) 153.8 160.6 179.7 1. b. Assuming a normal distribution with mean and standard deviation given by the sample mean and standard deviation, find the probal 165.6 179.1 Height (cm) Less than 155.35 155.35- 162.15 162.15-168.95 Greater than 168.95 Probability 154.2 157.9 179.8 165.8 (Round to four decimal places as needed.) c. Using the probabilities found in part (b), find the expected frequency for each category. 168 1

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Refer to the data in the accompanying table for the heights of females. Complete parts (a) through (d) below.
E Click the icon to view the table of height data.
Heights
.....
a. Enter the observed frequencies in the table below.
GENDER (1= M)
HEIGHT
168.95 Greater than 168.95
Height (cm) Less than 155.35 155.35 - 162.15 162.15 -
Frequency
171.6
186.9
1
(Type whole numbers.)
153.8
160.6
179.7
165.6
179.1
154.2
157.9
179.8
165.8
1
b. Assuming a normal distribution with mean and standard deviation given by the sample mean and standard deviation, find the probal
Height (cm) Less than 155.35 155.35 - 162.15 162.15 - 168.95 Greater than 168.95
Probability
(Round to four decimal places as needed.)
1
c. Using the probabilities found in part (b), find the expected frequency for each category.
168.1
179.9
171.3
163.7
158.1
181.3
156.2
177.2
176.2
Height (cm) Less than 155.35 155.35-162.15 162.15 - 168.95 Greater than 168.95
Expected
Frequency
1
(Round to two decimal places as needed.)
1
d. Use a 0.10 significance level to test the claim that the heights were randomly selected from a normally distributed population. Does
Identify the null and alternative hypotheses for this test.
172.7
174.5
O A. Ho: The answers from part (a) for each height class are equal to each other.
H: At least one of the answers from part (a) is not equal to the other answers from part (a).
1
154.7
O B. Hn: For each height class, the answer from part (a) is equal to the corresponding answer from part (c).
Print
Dene
Transcribed Image Text:Refer to the data in the accompanying table for the heights of females. Complete parts (a) through (d) below. E Click the icon to view the table of height data. Heights ..... a. Enter the observed frequencies in the table below. GENDER (1= M) HEIGHT 168.95 Greater than 168.95 Height (cm) Less than 155.35 155.35 - 162.15 162.15 - Frequency 171.6 186.9 1 (Type whole numbers.) 153.8 160.6 179.7 165.6 179.1 154.2 157.9 179.8 165.8 1 b. Assuming a normal distribution with mean and standard deviation given by the sample mean and standard deviation, find the probal Height (cm) Less than 155.35 155.35 - 162.15 162.15 - 168.95 Greater than 168.95 Probability (Round to four decimal places as needed.) 1 c. Using the probabilities found in part (b), find the expected frequency for each category. 168.1 179.9 171.3 163.7 158.1 181.3 156.2 177.2 176.2 Height (cm) Less than 155.35 155.35-162.15 162.15 - 168.95 Greater than 168.95 Expected Frequency 1 (Round to two decimal places as needed.) 1 d. Use a 0.10 significance level to test the claim that the heights were randomly selected from a normally distributed population. Does Identify the null and alternative hypotheses for this test. 172.7 174.5 O A. Ho: The answers from part (a) for each height class are equal to each other. H: At least one of the answers from part (a) is not equal to the other answers from part (a). 1 154.7 O B. Hn: For each height class, the answer from part (a) is equal to the corresponding answer from part (c). Print Dene
Refer to the data in the accompanying table for the heights
E Click the icon to view the table of height data.
females. Complete parts (a) through (d) below.
O A. Ho: The answers from part (a) for each height class are equal to each other.
H: At least one of the answers from part (a) is not equal to the other answers from part (a).
O B. Ho: For each height class, the answer from part (a) is equal to the corresponding answer from part (c).
H: For at least one height class, the answer from part (a) is not equal to the corresponding answer from part (c).
OC. Ho: For each height class, the answer from part (a) is equal to the corresponding answer from part (c).
H: For each height class, the answer from part (a) is not equal to the corresponding answer from part (c).
O D. Ho: For each height class, the answer from part (a) is not equal to the corresponding answer from part (c).
H: For each height class, the answer from part (a) is equal to the corresponding answer from part (c).
Identify the test statistic.
(Round to three decimal places as needed.)
Identify the P-value.
(Round to three decimal places as needed.)
State the final conclusion that addresses the original claim.
V Ho. There is
V evidence to warrant rejection of the claim that the female heights were randomly selected from a normally distributed population.
Transcribed Image Text:Refer to the data in the accompanying table for the heights E Click the icon to view the table of height data. females. Complete parts (a) through (d) below. O A. Ho: The answers from part (a) for each height class are equal to each other. H: At least one of the answers from part (a) is not equal to the other answers from part (a). O B. Ho: For each height class, the answer from part (a) is equal to the corresponding answer from part (c). H: For at least one height class, the answer from part (a) is not equal to the corresponding answer from part (c). OC. Ho: For each height class, the answer from part (a) is equal to the corresponding answer from part (c). H: For each height class, the answer from part (a) is not equal to the corresponding answer from part (c). O D. Ho: For each height class, the answer from part (a) is not equal to the corresponding answer from part (c). H: For each height class, the answer from part (a) is equal to the corresponding answer from part (c). Identify the test statistic. (Round to three decimal places as needed.) Identify the P-value. (Round to three decimal places as needed.) State the final conclusion that addresses the original claim. V Ho. There is V evidence to warrant rejection of the claim that the female heights were randomly selected from a normally distributed population.
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