In a histogram, what is the range of numbers called that determines the useful minimum to maximum range?

The correct term for the range of numbers that determines the useful minimum to maximum range in a histogram is indeed "Values of interest." This concept is fundamental in understanding how data is represented in a histogram, which is a graphical representation of the distribution of numerical data.

In a histogram, the x-axis typically represents the range of values (or intensity levels in imaging) while the y-axis indicates the frequency with which those values occur. The "Values of interest" refers specifically to the segment of this spectrum that is relevant for analyzing the data. For instance, in radiological imaging, this could indicate the range of pixel values that correspond to clinically significant features of the image. Understanding this range helps radiologists and technicians assess images effectively by focusing on the areas that provide meaningful information for diagnosis or treatment planning.

While terms like "Data set" and "Frequency distribution" are relevant in the context of statistics and data analysis, they do not specifically refer to the useful range when discussing histograms. "Pixel pitch," on the other hand, relates to the size of the individual pixels in imaging technology and is not applicable in the context of indicating a range in histograms. Therefore, recognizing "Values of interest" encompasses the essential concept of identifying the critical range within