What is the range of the following sampling: {0.345, 0.382, 0.353, 0.380, 0.377}?

What is the range of the following sampling: {0.345, 0.382, 0.353, 0.380, 0.377}?

• A. 0.030
• B. 0.025
• C. 0.042
• D. 0.037

Answer: (D)

To find the range of a set of values, you subtract the smallest value in the set from the largest value. In the provided data set {0.345, 0.382, 0.353, 0.380, 0.377}, the smallest value is 0.345 and the largest value is 0.382. First, identify the largest value: - Maximum = 0.382 Then, identify the smallest value: - Minimum = 0.345 Now, calculate the range: Range = Maximum - Minimum = 0.382 - 0.345 = 0.037 Thus, the calculation indicates that the range of the sampling is 0.037, making it the correct answer. This value effectively captures the spread of the data, showing the difference between the highest and lowest values within the sampled data set.

To find the range of a set of values, you subtract the smallest value in the set from the largest value. In the provided data set {0.345, 0.382, 0.353, 0.380, 0.377}, the smallest value is 0.345 and the largest value is 0.382.

First, identify the largest value:

• Maximum = 0.382

Then, identify the smallest value:

• Minimum = 0.345

Now, calculate the range:

Range = Maximum - Minimum

= 0.382 - 0.345

= 0.037

Thus, the calculation indicates that the range of the sampling is 0.037, making it the correct answer. This value effectively captures the spread of the data, showing the difference between the highest and lowest values within the sampled data set.