1. Binary TreesA regular binary tree is a binary tree whose internal nodes have exactly two subtrees. a. Write a function height(t) that returns the height of a regular binary tree, where the height of a tree is the distance (number of arcs) between the root and the farthest leaf. Assume that you have a Boolean function leaf(t), whic solutionspile.com

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1. Binary TreesA regular binary tree is a binary tree whose internal nodes have exactly two subtrees. a. Write a function height(t) that returns the height of a regular binary tree, where the height of a tree is the distance (number of arcs) between the root and the farthest leaf. Assume that you have a Boolean function leaf(t), which returns TRUE if t is a leaf.b. Show the trace of execution of this function on the following tree: 1. Binary Trees A regular binary tree is a binary tree whose internal nodes have exactly two subtrees. a. Write a function height (t) that returns the height of a regular binary tree, where the height of a tree is the distance (number of arcs) between the root and the farthest leaf. Assume that you have a Boolean function leaf (t), which returns TRUE ift is a leaf. b. Show the trace of execution of this function on the following tree: H D J B K E A FL G solutionspile.com

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