Question: Suppose you have a state space S that forms a tree with a branching factor of b , and there exists a solution at depth

Suppose you have a state space S that forms a tree with a branching factor of b, and there exists a solution at depth d. Consider the special case where b=d and b is a small integer. How many nodes will be generated in the worst case by depth-first search and uniform cost search (including states that are regenerated)?
You must explain how you derived your answer. Support your answer with examples.
Suppose you have a state space S that forms a

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