What is the range of the following sampling: (0.345, 0.382, 0.353, 0.380, 0.377)?

To determine the range of a set of values, you need to subtract the smallest value from the largest value in the dataset. In this case, the numbers provided are 0.345, 0.382, 0.353, 0.380, and 0.377.

First, identify the smallest value, which is 0.345, and the largest value, which is 0.382. Next, perform the subtraction:

0.382 - 0.345 = 0.037

This calculation shows that the range of the sampling is 0.037. The range is a measure of variability in the data, indicating how spread out the values are. This value demonstrates the difference between the highest and lowest measurements, an essential component for understanding the complete scope of the data set.

In this scenario, the other choices do not reflect the accurate computation of the range as they either overshoot or undershoot the difference calculated. Therefore, the range of 0.037 is indeed the correct answer, verifying that the computation of the maximum minus the minimum is fundamental.