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CAPE Applied Mathematics Unit 2 · 2010 · Paper 2 · Question 1(c)

A directed/undirected network graph with vertices A, B, C, D, E is shown.

For the diagram provided, list any THREE paths which start and finish at A.

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Other parts of this question

  1. 1(a)(i)On the answer sheet provided, graph the feasible region for the programming problem.[8 marks]
  2. 1(a)(ii)Hence, solve the linear programming problem.[4 marks]
  3. 1(b)(i)Use the Hungarian algorithm to determine the task to which EACH person must be assigned in order to minimise the total time.[8 marks]
  4. 1(b)(ii)Hence, determine the total time taken by the FIVE persons.[2 marks]

More practice: the rest of this paper · more Graph Theory and Critical Path Analysis questions · all CAPE Applied Mathematics Unit 2 past papers