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1. //Initialise single source (G, S) 2. S=0 3. Q=V [G] 4. While Q != 0 5. Do u=extract-min (2) 6. S=S union {u} 7.
1. //Initialise single source (G, S) 2. S=0 3. Q=V [G] 4. While Q != 0 5. Do u=extract-min (2) 6. S=S union {u} 7. For each vertex v in adj [u] 8. Do relax (u, v, w) 3. What happens when while loop in line 4 is changed to while Q>1? There can be several Minimum costs of spanning tree in one graph While loop gets executed for v-1 While loop gets executed only once While loop does not get executed
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