Each candidate site has an exact cost and a fixed coverage row.

highlighted = computed this step

Site A

Site A costs 3 and covers points one and two.

cost(A)=3\text{cost}(A)=3
Site costsEach site has an exact cost and a fixed set of demand points it can cover.site costscostA covers one and two3B covers two, three, four4C covers four and five2D covers one and five6

Site B

Site B costs 4 and covers points two, three, and four.

cost(B)=4\text{cost}(B)=4
Site costsEach site has an exact cost and a fixed set of demand points it can cover.site costscostA covers one and two3B covers two, three, four4C covers four and five2D covers one and five6

Site C

Site C costs 2 and covers points four and five.

cost(C)=2\text{cost}(C)=2
Site costsEach site has an exact cost and a fixed set of demand points it can cover.site costscostA covers one and two3B covers two, three, four4C covers four and five2D covers one and five6

Site D

Site D costs 6 and covers points one and five.

cost(D)=6\text{cost}(D)=6
Site costsEach site has an exact cost and a fixed set of demand points it can cover.site costscostA covers one and two3B covers two, three, four4C covers four and five2D covers one and five6