 Hello and welcome to the session. In this session we will discuss a question which says that the given graph shows the number of television sets owned by number of people in the colony describe the distribution. Now before starting the solution of this question we shall know our result. Now the graph helps us in understanding where most values are concentrated, how the spread of the distribution refers to the variability of the data. If the observations cover a wild range the spread will be larger and if the observations are clustered around a single value then the spread will be smaller. Now this result will work out as a key idea for solving out the given question. And now we will start with the solution. Now here we have to describe the distribution in the given graph. Now when we start with the given graph we find that the number of people having no TV set is 1 and the number of people having one TV set is 1, 2, 3, 4 and 5. So the number of people having one TV set is 5 and the number of people having two television sets is 1. Now going from the graph we can see the number of people having three television sets is also 1. Now clearly this distribution tells us that the maximum number of persons won TV set. So most of the observations are concentrated at 1 so the spread is not wide. As we know from the key idea that if the observations are clustered around a single value then the spread will be smaller. So here also you can observe that most of the observations are clustered around a single value 1. Therefore the spread is smaller that is the spread is not wide. And also the distribution skewed to the right it means most of the observations are to the left of the center and the ownership of the television sets ranges from 0 to 4. So this is the description of the distribution of the number of television sets and this concludes our session. Hope you all have enjoyed this session.