In a strict binary tree a node can have 0 children.Group of answer choicesTrueFalse

The statement "In a strict binary tree a node can have 0 children" is True.

Explanation:

1. Definition of a Strict Binary Tree: A strict binary tree, also known as a proper or full binary tree, is a type of binary tree in which every parent node has either two or zero children. This rule means that any node in a strict binary tree can indeed have 0 children, which would classify it as a leaf node.

2. Leaf Nodes: Nodes with 0 children are referred to as leaf nodes. In the context of a strict binary tree, all nodes that do not have children are considered leaves.

Thus, your understanding that a node in a strict binary tree can have 0 children aligns with the definition of such trees.