After successfully completing the course HLTH 204, Pamela Lillian Isley conducted her own study to test the claim that the median human body temperature is less than 98.6°F. She collected the following data:

96.6, 97.1, 97.6, 97.2, 98.2, 97.5, 96.5, 98.1, 98.6, 98.6, 97.0, 97.0, 98.8

Use a significance level of 5%.

What is the number of negative values when using the Sign Test (for the Exact Binomial Test) by subtracting the claimed value from the given data values? Provide your answer as a whole number without any decimals.

The answer is that there are 7 negatives when subtracting the claimed value of 98.6°F from the given data values.

The number of negatives when using the Sign Test, we need to subtract the claimed value (98.6°F) from each data value and count the number of negative differences.

Here are the steps to calculate the number of negatives:

1. Subtract 98.6°F from each data value:
96.6 - 98.6 = -2
97.1 - 98.6 = -1.5
97.6 - 98.6 = -1
97.2 - 98.6 = -1.4
98.2 - 98.6 = -0.4
97.5 - 98.6 = -1.1
96.5 - 98.6 = -2.1
98.1 - 98.6 = -0.5
98.6 - 98.6 = 0
98.6 - 98.6 = 0
97.0 - 98.6 = -1.6
97.0 - 98.6 = -1.6
98.8 - 98.6 = 0.2

2. Count the number of negative differences:
There are 7 negative differences: -2, -1.5, -1, -1.4, -0.4, -1.1, -2.1

The number of negatives when using the Sign Test is 7.

learn more about claimed value: https://brainly.com/question/31958359

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