Let T be an undirected binary tree. For each pair of vertices, we can compute the distance between these vertices. In the binary tree above, we have dist(d, i) = 5 and dist(1, 0) = 6. We define the diameter of T to be the maximum value of dist(x, y), chosen over all pairs of vertices x and y in the tree. Clearly explain why the diameter of the above tree is 7.

Systems Architecture
7th Edition
ISBN:9781305080195
Author:Stephen D. Burd
Publisher:Stephen D. Burd
Chapter6: System Integration And Performance
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Let T be an undirected binary tree. For each pair of vertices, we can compute the distance
between these vertices. In the binary tree above, we have dist(d, i) = 5 and dist(1, 0) = 6.
We define the diameter of T to be the maximum value of dist(x, y), chosen over all pairs
of vertices x and y in the tree.
Clearly explain why the diameter of the above tree is 7.
Transcribed Image Text:Let T be an undirected binary tree. For each pair of vertices, we can compute the distance between these vertices. In the binary tree above, we have dist(d, i) = 5 and dist(1, 0) = 6. We define the diameter of T to be the maximum value of dist(x, y), chosen over all pairs of vertices x and y in the tree. Clearly explain why the diameter of the above tree is 7.
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Transcribed Image Text:d Л a f с 0 K P
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