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the problem is optimal Mercia pattern again this problem can be solved using greedy method and if we know how to solve this problem we can also understand Huffman coding so let us talk about this one before knowing what is the optimal most pattern first of all we should understand merging let us quickly understand merging see if I have a list a and B with some set of elements if I have two sorted lists then I have to combine them and get a third sorted list two sorted lists are there I have to combine them so the process simple what we do is we compare the first element of each whichever is smaller we write on that and then we will move to the next element and compare these two and five is smaller we write that 8 is a smaller 9 is a smaller 11 then 2 L is a smaller than 16 then 20 so quickly I have shown you the elements are compared one by one right so one one element from each side is compared whichever is smaller that is written here and we get a single sorted list so merging can b