If two bars in a histogram have unequal widths but the same height, then which class interval will have a higher frequency?

The one with higher class width

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The one with lower class width

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Both have same density

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Solution

The correct option is C
Both have same density

The frequency of observations doesn't depend upon the widths of the bars in the histogram. The height of the bar is proportional to its frequency. So, both the bars will have the same frequency.

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Similar questions

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.

Q. When in a frequency distribution class widths are not same we have to draw histogram then,

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If two bars in a histogram have unequal widths but the same height, then which class interval will have a higher frequency?

The correct option is C Both have same density The frequency of observations doesn't depend upon the widths of the bars in the histogram. The height of the bar is proportional to its frequency. So, both the bars will have the same frequency.

The correct option is C
Both have same density

The frequency of observations doesn't depend upon the widths of the bars in the histogram. The height of the bar is proportional to its frequency. So, both the bars will have the same frequency.