Shortest network path
Edges: A-B=4, A-C=2, C-B=1, B-D=5, C-D=8. Candidate A-C-B-D costs 2+1+5.
- Compare complete path costs.
- Apply the method to this new case and check the strongest alternative.
counting, recursion, graphs, algorithms, and connectivity
Edges: A-B=4, A-C=2, C-B=1, B-D=5, C-D=8. Candidate A-C-B-D costs 2+1+5.
Pause. Find what matters. Then make your move.