Which statement correctly distinguishes a histogram from a frequency table?

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Multiple Choice

Which statement correctly distinguishes a histogram from a frequency table?

A histogram is a visual representation of how data are distributed across intervals, using bars where each bar covers a value range and the height shows how many observations fall in that range (or the relative frequency). This gives a quick sense of the overall shape of the data—where data cluster, whether the distribution is skewed, and if there are multiple peaks. A frequency table, by contrast, lists the counts for each category or interval in a tidy table, without a graph. It shows exact numbers but doesn’t immediately convey the distribution’s shape. So the correct distinction is that a histogram shows distribution with bars, while a frequency table lists counts. Histograms do not show exact raw data values, and frequency tables are not line graphs.

A histogram is a visual representation of how data are distributed across intervals, using bars where each bar covers a value range and the height shows how many observations fall in that range (or the relative frequency). This gives a quick sense of the overall shape of the data—where data cluster, whether the distribution is skewed, and if there are multiple peaks.

A frequency table, by contrast, lists the counts for each category or interval in a tidy table, without a graph. It shows exact numbers but doesn’t immediately convey the distribution’s shape.

So the correct distinction is that a histogram shows distribution with bars, while a frequency table lists counts. Histograms do not show exact raw data values, and frequency tables are not line graphs.

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