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Draw a binary tree T that simultaneously satisfies the following.

A) Tree T cannot be drawn
B) Tree T is uniquely determined
C) Multiple valid trees for T
D) Binary tree concept is unclear

1 Answer

3 votes

Final answer:

A binary tree can be drawn that satisfies the given conditions, and there is only one possible binary tree that meets the requirements.

Step-by-step explanation:

A binary tree that simultaneously satisfies the given conditions is as follows:

A
/ \
B C

In this case:

  • Option A) Tree T cannot be drawn is not valid because a binary tree can be drawn.
  • Option B) Tree T is uniquely determined is valid because there is only one possible binary tree that satisfies the given conditions.
  • Option C) Multiple valid trees for T is not valid because there is only one valid binary tree that satisfies the given conditions.
  • Option D) Binary tree concept is unclear is not valid because the binary tree concept is clear and can be understood based on the provided information.
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