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I think it represents a frequency.
A histogram is a very specific type of graph. A histogram is used in statistics to plot grouped data. It is in the form of a bar chart in which the bar widths represent the class intervals and the bar heights represent the frequency densities. As a result, the area of each bar is proportional to the frequency.
The answer depends on the scale used.
A histogram consists of rectangular bars. The area of each is its base times its height. Multiply these together, ensuring that you include any scale factors in your calculations.
If the border of each column in a histogram has a clearly marked outline then it has an outliner.
False.
I think it represents a frequency.
A histogram is a very specific type of graph. A histogram is used in statistics to plot grouped data. It is in the form of a bar chart in which the bar widths represent the class intervals and the bar heights represent the frequency densities. As a result, the area of each bar is proportional to the frequency.
The answer depends on the scale used.
A histogram consists of rectangular bars. The area of each is its base times its height. Multiply these together, ensuring that you include any scale factors in your calculations.
A histogram is a chart comprising bars but, unlike an ordinary bar chart, the widths (intervals) of the bars are different and their heights represent the frequency densities, not frequencies.
A histogram represents the distribution of scores in a dataset by organizing them into equally spaced intervals or bins along the horizontal axis, and displaying the frequency or count of scores within each bin on the vertical axis. The scores on the horizontal axis could be any type of numerical data, such as test scores, heights, or ages.
If the border of each column in a histogram has a clearly marked outline then it has an outliner.
histogram
the histogram has spaces in between each bar whereas the bar graph doesn't have spaces
A histogram is a kind of bar chart in which the bars are not all of the same width, and the heights of the bars are such that the area of each bar represents the frequency for that category.
Of course not! The solution to some equations could represent the area under a curve, or the volume of some shape, or the rate of change in something.