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so hello everybody and welcome back to a brand new video and in this video ill cover problem d that was fixed point guessing from round eight zero three uh and i also made a video on problem c threesome closure so you can also see that on my channel yeah so lets start with the problem so in the problem we have been given an area of size n something like this a 1 a 2 up to a of n where the array is initially sorted so it is a form one two three so on till size uh so on till n and weve been given that n is odd weve been given that n is odd and we split our array into n minus one by two pairs as we are splitting into pairs and and the size of the array is odd there will be obviously one element that will not be paired so i will assume that the index of that element is lets say k so element at index k will not be paired right and after pairing up the elements we swap the elements in the same pair so after pairing up the elements for example if i pair one and three and i appear two an