Assuming these results reflect the properties of the general population, what is the probability one randomly selected person has a body temp greater than the accepted value of 98.6°F?  2. What is the probability 106 randomly selected people have an average body temperature is greater than the accepted value of 98.6°F? 3. Based on the Rare Event Rule and the probability given in #2, what can you conclude about the assumption that the true average body temperature is 98.6°F?

MATLAB: An Introduction with Applications
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1. Assuming these results reflect the properties of the general population, what is the probability one randomly selected person has a body temp greater than the accepted value of 98.6°F?

 2. What is the probability 106 randomly selected people have an average body temperature is greater than the accepted value of 98.6°F?

3. Based on the Rare Event Rule and the probability given in #2, what can you conclude about the assumption that the true average body temperature is 98.6°F?

4. Find the 5th and 95th percentiles for average weights from a group of 106 people using the sample statistics given in the introduction.

Temp
96.5
Frequency
1
96.9
1
97.0
3
97.1
3
97.2
1
97.3
3
97.4
3
97.5
97.6
6.
97.7
1
7.8
97.9
3
98.0
13
98.1
98.2
98.3
2
98.4
12
98.5
98.6
4
15
98.7
6.
98.8
7
98.9
99.0
99.1
1
99.2
99.3
99.4
2
99.5
1
99.6
1
Transcribed Image Text:Temp 96.5 Frequency 1 96.9 1 97.0 3 97.1 3 97.2 1 97.3 3 97.4 3 97.5 97.6 6. 97.7 1 7.8 97.9 3 98.0 13 98.1 98.2 98.3 2 98.4 12 98.5 98.6 4 15 98.7 6. 98.8 7 98.9 99.0 99.1 1 99.2 99.3 99.4 2 99.5 1 99.6 1
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