Find the height of a binary tree. The height of a binary tree is the maximum depth of the binary tree.The height of the root is called the height of the binary tree.
I have seen many videos, Everyone says call the method recursively to find left height and right eight and find the max btw them. But no one told how the code is running line by line. But your the only person who showed how recursion works with 123 way of teaching, Loved the video.
Was about to have a breakdown because I was not getting this problem but your video made it very easy to understand. Thank you for the step by step explanation. धन्यवाद!
Thank you for these videos! They are much appreciated!!!! This stuff needs to be slowed way down to grasp it at first just like a musical instrument. You taking the time to white board it like this is really really helpful.
THANKS SOO MUCH!!! I had a great deal of difficulty to understand the recursion portion of this solution! You explained it very easily! Thanks again man!
Wow, four years ago yet explaining the concept that deep as if it is being done today. Vivekanand that is great and deep. Thank you. Where are my likes for him guys?
Hi Sir, Thank you so much for these videos. Your style of explaining algorithms with examples and then walking us through each step of the code really helps to grasp the concept very effectively. If I may be allowed for just one small suggestion can you also please explain the time complexity for these? Regardless, great fan of your teaching. Keep up the good work!!
If you compile this code, you will get an error on the line return h; That's because the two declarations of variable h are inside the scope of if { } and else { }. You're trying to use h outside it's scope.
In a nut-shell ,we are traversing the a binary tree to count the level at each node. Can you brief we, which kind of binary traversal we implemented in this video ? Can we implement same logic with different kind of traversal like inoder/preorder ?
I really liked the way you show small details like, why we add 1 in finding the height of a binary tree, most of of the videos simply add 1 and not explain any reason behind it, i know it is easy part but at least you explained.
You explain better than anyone else. Most videos explain logic but don't have code. You do show code. But I just haven't seen any single video that explains with test cases (with input data) and code. After viewing your video I am still now sure what value of node is passed to the function. Is it pointers to left and right edge or is it something else?
Thanks, great explanation. Just one small suggestion with the code -- the variable h is declared locally within the "if" and "else" blocks, so is no longer in scope for the "return" statement. So you would need to declare h before the "if" statement.