Question: Two ordered trees T and T are said to be isomorphic if one of the following holds:Both T and T are empty.The roots of T

Two ordered trees T and T are said to be isomorphic if one of the following holds:Both T and T are empty.The roots of T and T have the same number k 0 of subtrees, each root contains the same value, and the ith such subtree of T is isomorphic to the ith such subtree of T for i = 1, . . . , k.Design an algorithm (in pseudo-code) that tests whether two given ordered trees are isomorphic.What is the running time of your algorithm?

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