( 5 points ) Give an example for a Optimal BST problem, where the ryot of the Optimal BST is NOT the node with the highest search probabilit You will have to provide a the nodes and their probabilities b draw the Optimal BST for the above c show that the Optimal BST does NOT have the node with the highest probability as its root Hint The easiest smallest such example tree has 3 nodes

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Question: ( 5 points ) Give an example for a Optimal BST problem, where the ryot of the Optimal BST is NOT the node with the

(5

points

)

Give an example for a Optimal BST problem, where the ryot of the Optimal BST is NOT the node with the highest search probabilit You will have to provide:

.

the nodes and their probabilities

.

draw the Optimal BST for the above

.

show that the Optimal BST does NOT have the node with the highest probability as its root

Hint: The easiest

/

smallest such example tree has

3

nodes.

( 5 points ) Give an example for a Optimal BST

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