Question: Union-Find Consider the following two lines of code: 1: If(Connected(2, 1) == 0) Union(2, 1) 2: If(Connected(3, 5) == 0) Union(3, 5) Below is a

Union-Find Consider the following two lines of code: 1: If(Connected(2, 1)

Union-Find

Consider the following two lines of code: 1: If(Connected(2, 1) == 0) Union(2, 1) 2: If(Connected(3, 5) == 0) Union(3, 5)

Below is a forest of rooted trees. Fill in the values of the array id[].

For the following, consider the Weighted Quick-Union version of Union-Find. Show how the forest looks after line 1, and draw the updated version of id[].

Show how the forest looks after line 2 (after already having run line 1), and draw the updated version of id[].

(b) For the forest of rooted trees shown below, consider the operation Find(4) when using Weighted Quick-Union with Path Compression. Draw the updated tree after this operation occurs.

3. Union-Find (a) Consider the following two lines of code: 1: If(CONNECTED(2, 1) == 0) UNION(2, 1) 2: If(CONNECTED(3,5) == 0) UNION(3,5) Below is a forest of rooted trees. Fill in the values of the array idll. 5 idll 0 1 2 3 4 5 For the following, consider the Weighted Quick-Union version of Union-Find. Show how the forest looks after line 1, and draw the updated version of id[]. Show how the forest looks after line 2 (after already having run line 1), and draw the updated version of idl. (b) For the forest of rooted trees shown below, consider the operation FIND(4) when using Weighted Quick-Union with Path Compression. Draw the updated tree after this operation occurs

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