Consider the sample of 106 body temperatures. Assume that the standard deviation of the population is known to be 0.62°F. Use a 0.05 significance level to test the claim that the mean body temperature of the population is equal to 98.6°F, as is commonly believed. Find the statistic, p-value and the critical value (or values). Is there sufficient evidence to conclude that the common belief is wrong? (This is one question but I don't know if it still counts as just one in bartleby I would not mind an anwser on part of the question and asking more)Data:Body Temperature (°F)98.698.698.098.099.098.498.498.498.498.698.698.898.697.097.098.897.697.798.898.098.098.398.597.398.797.498.998.699.597.597.397.698.299.698.799.498.298.098.698.697.298.498.698.298.097.898.098.498.698.697.899.096.597.698.096.997.697.197.998.497.398.097.597.698.298.598.898.797.898.097.197.499.498.498.698.498.598.698.398.798.899.198.697.998.898.098.798.598.998.498.697.197.998.898.797.698.299.297.898.098.497.898.497.498.097.0 JBody Temperature (°F)1298.6398.6Body TemperatureNull hypothesisAlternative hypothesis498.098.0Significance levelSample mean99.00.05798.4898.4Z-statistic98.4Critical value (or values)1098.4p-value1198.6Conclusion1298.61398.81498.6;Show any intermediate calculations around here1597.01697.01798.81897.61997.72098.82198.02298.0;2398.32498.52597.32698.72797.428ag a!

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Description: Consider the sample of 106 body temperatures. Assume that the standard deviation of the population is known to be 0.62°F. Use a 0.05 significance level to test the claim that the mean body temperature of the population is equal to 98.6°F, as is commo

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ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

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Consider the sample of 106 body temperatures. Assume that the standard deviation of the population is known to be 0.62°F. Use a 0.05 significance level to test the claim that the mean body temperature of the population is equal to 98.6°F, as is commonly believed. Find the statistic, p-value and the critical value (or values). Is there sufficient evidence to conclude that the common belief is wrong?

(This is one question but I don't know if it still counts as just one in bartleby I would not mind an anwser on part of the question and asking more)

Data:

Body Temperature (°F)
98.6
98.6
98.0
98.0
99.0
98.4
98.4
98.4
98.4
98.6
98.6
98.8
98.6
97.0
97.0
98.8
97.6
97.7
98.8
98.0
98.0
98.3
98.5
97.3
98.7
97.4
98.9
98.6
99.5
97.5
97.3
97.6
98.2
99.6
98.7
99.4
98.2
98.0
98.6
98.6
97.2
98.4
98.6
98.2
98.0
97.8
98.0
98.4
98.6
98.6
97.8
99.0
96.5
97.6
98.0
96.9
97.6
97.1
97.9
98.4
97.3
98.0
97.5
97.6
98.2
98.5
98.8
98.7
97.8
98.0
97.1
97.4
99.4
98.4
98.6
98.4
98.5
98.6
98.3
98.7
98.8
99.1
98.6
97.9
98.8
98.0
98.7
98.5
98.9
98.4
98.6
97.1
97.9
98.8
98.7
97.6
98.2
99.2
97.8
98.0
98.4
97.8
98.4
97.4
98.0
97.0

J
Body Temperature (°F)
1
2
98.6
3
98.6
Body Temperature
Null hypothesis
Alternative hypothesis
4
98.0
98.0
Significance level
Sample mean
99.0
0.05
7
98.4
8
98.4
Z-statistic
98.4
Critical value (or values)
10
98.4
p-value
11
98.6
Conclusion
12
98.6
13
98.8
14
98.6;
Show any intermediate calculations around here
15
97.0
16
97.0
17
98.8
18
97.6
19
97.7
20
98.8
21
98.0
22
98.0;
23
98.3
24
98.5
25
97.3
26
98.7
27
97.4
28
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