Take Home: Body Temps. When you are sick and take your temperature, you probably compare your temperature to so-called “normal” temperature, 98.6 degrees Fahrenheit. This standard was developed in the...

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Take Home: Body Temps.


When you are sick and take your temperature, you probably compare your temperature to so-called “normal” temperature, 98.6 degrees Fahrenheit. This standard was developed in the late 1860’s, but some researchers suspect that this standard is outdated. To test this hypothesis, researchers collected a random sample of 10 healthy adult people and recorded their body temperature, in degrees Fahrenheit. Here are the results:


97.8 98.0 98.2 98.2 98.6 98.6 98.8 98.8 99.2 99.4


1. With statistical justification, make a decision on whether “normal” healthy body temperature is different from the standard of 98.6 degrees. Show all steps.







2. a. Explain what a type II error means in this situation, AND a potential consequence of such an error.









b. Suppose that researchers want to test the same hypothesis in part 1 in a future study. Explain how one might improve the POWER of the test from the one done in part 1. Don’t merely suggest a solution: explain why it will work.



Answered Same DayApr 03, 2021

Answer To: Take Home: Body Temps. When you are sick and take your temperature, you probably compare your...

Pooja answered on Apr 03 2021
139 Votes
1)
ho: “normal” healthy body temperature is equal to the standard of 98.6 degrees. u = 98.6
h1: “n
ormal” healthy body temperature is different from the standard of 98.6 degrees. u =/= 98.5
mean=     98.56     [Excel function used -> AVERAGE]
sd=     0.515     [Excel function used -> STDEV]
u=     98.60     
n=     10.00     [Excel function used -> COUNT]
Alpha =     0.05     
Critical value, t(a/2,n-1)
t(0.05/2,10-1)
2.262
Test statistic, t = (mean-u)/(sd/sqrt(n))
=...
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