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deletions in a binary search tree when we are deleting elements from a binary search tree we must keep in mind the property of a binary search tree the property states that given any node X in a binary search tree all elements to the left of X will be lesser than X and all elements to the right of X will be greater than X so when we are deleting an element from such a tree we must ensure that this property still holds so letamp;#39;s look at the deletion using an example this is going to be my binary search tree now when we want to delete a node from this tree that node can be of three types case one it can be a leaf node case two it can be a node with one child and case three it can be a node with two children so letamp;#39;s look at how we handle these cases one by one letamp;#39;s first look at trying to delete a node which is a leaf node letamp;#39;s say we are going to delete 0 so this is the case of leaf node deletion so all we have to do in this case is we have to remove the
