Finding the midpoint of a histogram is a way to locate the center of a range of values. When the bins are ranges, we can find the midpoint by adding the upper and lower bounds of the range and dividing the sum by two. This gives us the value that is right in the middle of the range.
For example, let’s say we have a histogram that shows the number of students who scored within certain ranges on a test. The ranges are: 60-69, 70-79, 80-89, and 90-100. To find the midpoint of the first range, we would add 60 and 69, which gives us 129. Then we would divide 129 by two, which gives us 64.5. So the midpoint of the first range is 64.5. We can do the same thing for the other ranges to find their midpoints.
Finding the midpoint of a histogram is a way to locate the center of a range of values, and it’s an important concept in statistics that helps us understand data better. It’s a useful tool to have when analyzing data and making comparisons between different sets of data.