Data Structure and Algorithms Draw the resulting BST when the root node is removed successively until there are no nodes in the tree for tree with elements inserted in order (1,2,3,4,5,6,7,8,9,10) Show step by step Also, explain with step by step comments the following attached pseudocode for deletion (example what does z and y represent, etc ) , so I can prepare for an exam TREE DELETE (T, z) if z left NIL elseif right NIL else z has two children TRANSPLANT(T, z z right) TraNSPLANT (T, z, z left) y TrEE MINIMUM(z right) y is z's successor z has no left child z has just a left child lies within z's right subtree but is not the root of this subtr ee TrANSPLANT(T, y, y right) y right z right y right p y RANSPLANT(7, u, v Replace z by TRANSPLANT (T, z, y) 1 root elseif u u p lefi else u p right v ifvNIL

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Question: Data Structure and Algorithms Draw the resulting BST when the root node is removed successively until there are no nodes in the tree for tree

Data Structure and Algorithms

Draw the resulting BST when the root node is removed successively until there are no nodes in the tree for tree with elements inserted in order (1,2,3,4,5,6,7,8,9,10). Show step by step. Also, explain with step by step comments the following attached pseudocode for deletion (example: what does z and y represent, etc.) , so I can prepare for an exam.

Data Structure and Algorithms Draw the resulting BST when the root node

TREE-DELETE (T, z) if z. left == NIL elseif . right == NIL else // z has two children TRANSPLANT(T, z. z.right) TraNSPLANT (T, z, z.left) y- TrEE-MINIMUM(z.right)// y is z's successor // z has no left child z has just a left child // lies within z's right subtree but is not the root of this subtr.ee TrANSPLANT(T, y, y.right) y.right - z.right y.right.p - y RANSPLANT(7, u, v // Replace z by TRANSPLANT (T, z, y) 1 . root = elseif u -- u.p.lefi else u.p.right - v ifvNIL

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