Question: table [ [ table [ [ Project / Criteria ] , [ & Weight: ] ] , table [ [ New ]

\table[[\table[[Project/Criteria],[& Weight:]],\table[[New],[Products],[10]],\table[[Customer],[Relations]],\table[[Supplier],[Relations],[7]],\table[[Success],[Probability],[5]],\table[[Weighted],[Total],[Score]]],[Project A,\table[[\table[[5],[50]]]],\table[[3],[18]],\table[[\table[[3],[21]]]],\table[[3],[15]],104],[Project B,\table[[3],[30]],\table[[4],[24]],\table[[5],[35]],\table[[\table[[4],[20]]]],109],[Project C,\table[[\table[[3],[30]]]],\table[[\table[[4],[24]]]],\table[[\table[[3],[21]]]],\table[[\table[[2],[10]]]],85],[Project D,\table[[\table[[2],[20]]]],\table[[2],[12]],\table[[5],[35]],\table[[\table[[3],[15]]]],82]]
Figure 2-1 Project Selection and Prioritization Matrix
Consider the information provided in Figure 2-1. Based on the results in the project selection and prioritization matrix, which project would you select if you were limited to selecting only one project?
Select one:
a. Project A
b. Project B
C. Project C
 \table[[\table[[Project/Criteria],[& Weight:]],\table[[New],[Products],[10]],\table[[Customer],[Relations]],\table[[Supplier],[Relations],[7]],\table[[Success],[Probability],[5]],\table[[Weighted],[Total],[Score]]],[Project A,\table[[\table[[5],[50]]]],\table[[3],[18]],\table[[\table[[3],[21]]]],\table[[3],[15]],104],[Project B,\table[[3],[30]],\table[[4],[24]],\table[[5],[35]],\table[[\table[[4],[20]]]],109],[Project C,\table[[\table[[3],[30]]]],\table[[\table[[4],[24]]]],\table[[\table[[3],[21]]]],\table[[\table[[2],[10]]]],85],[Project D,\table[[\table[[2],[20]]]],\table[[2],[12]],\table[[5],[35]],\table[[\table[[3],[15]]]],82]] Figure 2-1 Project Selection and

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