A number of children in six different classes are given below. Represent the data on the bar graph:

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Solution

We can draw the bar graph by following the given steps:

Step $1 :$ On a graph paperdraw a horizontal line $O X$ as $x -$ axis and vertical line $O Y$ as $y -$ axis.

Step $2 :$ Along $O X,$ write the years at the points that are taken at a uniform gap.

Step $3 :$ Choose the scale
$1$ class $= 30$ students

Step $4 :$ Draw bars of equal width on the $x -$ axis.The difference between the two bars should be the same.
We get the following bar graph:

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\begin{matrix} C l a s s & F i f t h & S i x t h & S e v e n t h & E i g h t h & N i n t h & T e n t h N o . o f c h i l d r e n & 135 & 120 & 95 & 100 & 90 & 80 \end{matrix}

Class	Fifth	Sixth	Seventh	Eighth	Ninth	Tenth
Number of Children	$135$	$120$	$95$	$100$	$90$	$80$

Class:	V	VI	VII	VIII	IX	X
Number of children:	135	120	95	100	90	80

Class	Fifth	Sixth	Seventh	Eighth	Ninth	Tenth
Number of children	$135$	$120$	$95$	$100$	$90$	$80$

Class:	V	VI	VII	VIII	IX	X
Number of children:	135	120	95	100	90	80

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