 Hello and welcome to the session. In this session we will discuss a question which says that a simulation of flipping a coin 5 times in a row is performed 2 random times. The results of this simulation are shown in the table below. Now in this table in the first column outcomes are given to us and in the second column the corresponding frequencies of various outcomes are given to us. Now in A part we have to make a background of the data. In the B part do you think that the simulation represents a coin that starts with the solution of the given question? Now we have given a simulation of tossing a coin 5 times in 200 trials if possible outcomes appear 1 time only 4 heads and 1 tail appear then 3 appear 54 times. Take a background for this data. Now here on horizontal axis we take outcomes and on vertical axis we take frequencies. We are representing frequencies. Here we write the frequency with scale factor of 10 so this is 0 then 10 20 30 upon the corresponding frequencies of these outcomes. Now let us draw the first one to represent the outcome is 1. Now this small bar is drawn the frequency of outcome 5 heads is 1 so we have drawn a bar of height 1. So here we have drawn a bar of height 5 then frequencies and 2 tails is 27. So here we have drawn a bar and then frequency of the highest bar appears more than head that the tail appears more frequency of number of tails is more than number of heads. The coin is not fair enough because much more than head that's all for the session. Hope you all have enjoyed the session.