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The Height of a Tree Can Be Obtained by Recursively

question 15

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The height of a tree can be obtained by recursively computing the heights of its subtrees, while keeping track of the height of the deepest subtree.Given the Node class (partially shown below) , select an expression to complete the recursive method height, which is designed to return the height of the tree rooted at a node. The height of a tree can be obtained by recursively computing the heights of its subtrees, while keeping track of the height of the deepest subtree.Given the Node class (partially shown below) , select an expression to complete the recursive method height, which is designed to return the height of the tree rooted at a node.    A) maxChildHeight + 1 B) maxChildHeight + 2 C) maxChildHeight D) maxChildHeight + height()


Definitions:

Isotonic Training

Physical training that involves movements or exercises where the muscle length changes against a constant load or resistance, commonly used to build muscle strength and endurance.

Muscle Strength

The ability of a muscle or group of muscles to exert force against resistance, essential for physical fitness and performing daily activities.

Maximal Force

The highest amount of force that a muscle or group of muscles can generate during a single maximal contraction.

Optimal Force

The best or most efficient level of force that can be produced by a muscle or group of muscles during a specific movement.

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