In a histogram, the height of each bar matters and not its width. State whether true or false.
If two bars in a histogram have unequal widths but the same height, then which class interval will have a higher density of observations?
If two bars in a histogram have unequal widths but the same height, then which class interval will have a higher number of observations?
If two classes of different widths have the same number of observations, then the bigger class will have a bar with a smaller height in a histogram.
The height of the bars in a histogram represents the frequency of the data (in the considered class interval) and width of the histogram represents class width.