Which of these would you prefer for comparing two different sets of data of the same nature?

Bar graph

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Histogram

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Frequency polygon

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Solution

The correct option is C
Frequency polygon

The frequency polygon is very useful for comparing two different sets of data of the same nature, for example, comparing the performance of two different sections of the same class.

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Similar questions

Which one of the following is not the graphical representation of statistical data:

(a) Bar graph

(b) Histogram

(d) Cumulative frequency distribution

Draw a histogram for the following data:

$\begin{matrix} Class interval & 600 - 640 & 640 - 680 & 680 - 720 & 720 - 760 & 760 - 800 & 800 - 840 Frequency & 18 & 45 & 153 & 288 & 171 & 63 \end{matrix}$
Using this histogram, draw the frequency polygon on the same graph

Q. Using the data in ex.10, draw frequency polygon without drawing histogram.

Which of these would you prefer for comparing two different sets of data of the same nature?

For which of these would you use a histogram to show the data? Give reason

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Which of these would you prefer for comparing two different sets of data of the same nature?

The correct option is C Frequency polygon The frequency polygon is very useful for comparing two different sets of data of the same nature, for example, comparing the performance of two different sections of the same class.

The correct option is C
Frequency polygon

The frequency polygon is very useful for comparing two different sets of data of the same nature, for example, comparing the performance of two different sections of the same class.