The frequency distribution of the marks scored by $35$ students in a $60$ marks test is as below:

Marks scored	No. of students
$0-10$	$2$
$10-20$	$7$
$20-30$	$8$
$30-40$	$7$
$40-50$	$8$
$50-60$	$3$

Represent the data by a histogram.

(N/A) To represent the given data by a histogram,follow these steps:
$1$. Draw two perpendicular axes,the $X$-axis and the $Y$-axis.
$2$. Along the $X$-axis,represent the 'Marks scored' with a suitable scale (e.g.,$1$ cm = $10$ units).
$3$. Along the $Y$-axis,represent the 'No. of students' with a suitable scale (e.g.,$1$ cm = $1$ unit).
$4$. Construct rectangular bars for each class interval such that the width of the bar is equal to the class size and the height is proportional to the frequency of that class.
$5$. Since the class intervals are continuous,the bars will be adjacent to each other.
The resulting histogram shows the distribution of students across different mark ranges as depicted in the provided graph.