A full binary tree (sometimes proper binary tree or 2-tree) is a tree in which every node other than the leaves has two children. A complete binary tree is a binary tree in which every level, except possibly the last, is completely filled, and all nodes are as far left as possible.
Thanks sooooo much mam! your explanation is osm ........dai;y am following your channel mam,also please do videos in computer science engineering subject mam,it helps to the people
I have a concern about the min Heap insertion in the cas we twice a number in the list of items. For exemple 2 , 3, 2, 6 ,1 here we have the number "2" twice . how to do the min heap insertion in this cas ?
I think i ll do myself. Bcuz its not like wherever u can insert the element. If the no . Is greater than root node only then it goes to right side not as if b.t. is filled at lefr
When u added 37 on the left on 40. It didn't remain complete binary tree. Complete binary tree has either 0 child or exactly 2 children. And 40 has only 1 child now i.e 37
Hi Mam, I have seen this video, i have one doubt. Doubt: I think left side values needs to lesser than parent and right side values needs to greater that parent right mam. but your explanation node only should greater than left or right side elements is this correct mam?
Mam sorry to say but there is ah small mistake in your example at the time 9:32 u have given an example as 66 but u had written there 55 once please check it mam