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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Mom?

[@Mohamed-M-M]

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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Hello I 'm from libya I'm very happy to understand this difficult topic for my Final Exam Thanks D.jenny ❤❤❤

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i have found the same the answer, as you written on the board, i paused your video then i solved that, THANK YOU SOO MUCH YOU ARE AMAZING

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[@saritakumari-oh8fs]

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

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Concept got cleared by watching this video 👏super..very easy language and also easy to understand..

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13:17 thank u very very much for your nice explanation 🎉🎉🎉

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For the people need to hurry video begins at 8:47

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Thanks for saving life

[@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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[@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..

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best method is start from 8:46

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means u need not to learn the whole method only remember the trick........... and yes mam we got the same binary tree as you showed in the video at the last portion.........And Thank You.

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

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[@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.

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Same. Pre and post

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

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Found same answer using trick for full binary tree

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[@sriharshamanchukonda8448]

Answer is crct for last question. I got same Binary tree

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@Jenny maam for full binary tree all the leaf nodes must be at same level and the tree that u have designed is a strict binary tree not full binary tree.

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Thanks, very helpful!