~Computer Sience

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There are $14$ different binary trees with four nodes. Draw all of them.

FIGURE $19-13$ Figure for Exercises $3$ to $20$

Find R$\_($Delta$),$ the node in the right subtree of A $.$

Find R$\_($s$),$ the node in the right subtree of B$.$

Find the height of the tree with root A$.$

Find the level of the node M$.$

Find the level of the node K$.$

Find the number of leaves in the binary tree with root A $.$

List the leaves in the binary tree with root E $.$

List the nodes in the path from node A to node P$.$

List the nodes of this binary tree in an inorder sequence.

List the nodes of this binary tree in a preorder sequence.

List the nodes of this binary tree in a postorder sequence.

FIGURE $19-14$ Figure for Exercises $21$ to $25$

A node with info $58$ is to be inserted in the tree. List the nodes that are visited by the function insert to

insert $58.$ Redraw the tree after inserting $58.$

Delete nodes $50$ and $95$ in that order. Redraw the binary tree after each deletion.

Delete node $75$ and redraw the binary tree.

Insert $28,25,26,42,47,30,45,29,5$ into an initially empty binary search tree. Draw the final binary

search tree.