 Hi and how are you all today? Let us proceed on with the question that is given to us. It says find set A, B and C such that A intersection B, B intersection C and A intersection C are non-nt sets and A intersection B intersection C is equal to 5. So let us start with our solution. Now here let set A be having elements 1, 2, B have elements 1 and 3 and C have elements 2 and 3, right? Now what will be the answer of A intersection B? That will be, that will be, yes you are right that will be only one element which is common to both of them that is 1. Proceeding on, let us find out the intersection C. So which other elements which are common to them, right? You are absolutely right that is element 3 and now let us find out A intersection C. So the element is common to them is 2. Now these, these are all non-empty sets that answers the first thing that we were required to answer. These all are non-empty sets and there is no element which is common to all the three sets A, B and C. So therefore this proves that A intersection B intersection C is equal to 5. So our answer is the sets which we have taken and this is one of the examples which satisfy the condition which is given to us in the question and hence our answer is these three sets the formation of these three sets. So I hope you enjoyed the session and bye for now.