The following table shows the population of  $5$ cities in lakh. Represent it in the form of a bar graph.

$\begin{array}{|cc|}\hline \mathrm{Name} \mathrm{of} \mathrm{the} \mathrm{city}& \mathrm{Population}(\mathrm{in} \mathrm{lakh})\\ \mathrm{Bharatpur}& 8\\ \mathrm{Bhagalpur}& 12\\ \mathrm{Indore}& 20\\ \mathrm{Cuttack}& 10\\ \mathrm{Amritsar}& 18\\ \hline\end{array}$

    

The body weights (in $\mathrm{kg}$) of $12$ children are given below :

$15,18,12,16,20,16,15,20,18,16,14,17$

The lightest child weighs
 

In a frequency distribution, the frequency is written as $\cancel{\left|\right|\left|\right|}$ $\cancel{\left|\right|\left|\right|}$ $\left|\right|$. The value of this frequency is
 

See the following data :

$112,118,124,108,115,114,124,112,114,116,119,120,114,108,120,112,118,126,130,114$
From the above data, the frequency of $114$ is
 

A bar graph is given below : 

The pass percentage in $2008-09$ was
 

In the bar graph of

the graph shows the minimum result in
 

Graphs give us a general impression about the data at a glance.