5.9 Construct Binary Tree from Preorder and Postorder traversal | Data Structure Tutorials

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@8:53 trick for postorder and preorder but i recommend you to not skip the prior part because whole video is just gem😍

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Thank you, when you have preordered and postorder was so confusing to me, but your technique made it so easy for me, thank you. you are amazing lecturer.

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[@rohith-k.]

00:02 Constructing unique binary and full binary trees from preorder and postorder traversal 02:40 Construct binary tree from preorder and postorder traversal 05:23 Construct a binary tree from preorder and postorder traversal 08:10 Constructing a binary tree from preorder and postorder traversal 10:29 Constructing a binary tree using preorder and postorder traversal 12:47 You cannot construct a unique binary tree from given pre and post order 14:59 Constructing a binary tree based on preorder and postorder traversal 17:16 Construct unique full binary tree from given preorder and postorder

[@rocco9t9]

I think u r saying strict binary tree as full binary tree. Strict binary tree:Every node has 0 or 2 child. Full binary tree:Strict binary tree + all leaves are at same level. Complete binary tree:Second last level is a full binary tree + last level is being filled from left to right. NOTE:Some authors say 'Full binary tree' as 'Complete binary tree' and 'Complete binary tree' as 'Almost complete binary tree'.

[@ritushreepramanik9202]

yeah..full binary tree should have 0 or 2 child element. But here G and I has only one child. mam please clear this confusion.

[@developer4326]

Same. Pre and post

[@ShawnDypxz]

Full, proper and strict are the same. They are interchangebly used by many authors, teachers.

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Elite lecture...anyone can understand to form binary tree with given pre-order and postorder node problem.

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[@rakshitjayaswal3224]

Hello Ma'am how you formed pre-order at 3:35 and at 5:45 has not followed same analogy ,its contradictory .

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[@sreelakshmipm7149]

yes ma'am i got the same binary tree from the given preorder and postorder(given in the last of video) Ma'am your teaching is very nice..I was very tensed about this subject and now i got the confidence..THANK YOUU SO MUCH ma'am..

[@ashajyothisagireddy8090]

Yes mam we not getting the same post order for the 2 binary trees what you have given...that means we can construct a unique BT by using In order n pre or post order...Tqq for the wonderful lecture on this concept 👏👏👏

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Yes mam i am getting the same answer from full method. Thank you so much mam

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