... problem of Table 1 and assume that the objectives(cost and capacity) are equally important: c1= c2= 0 .5. SinceA1= 0 .5( −2,000,000)+ 0 .5( 1 ,50 0)=−999, 250 and A2= 0 .5( −2 ,50 0,000)+ 0 .5( 2,000)=−1,249,000A1 ... Table 2.If equal weights are assumed again, thenA1= 0 .5( −2,000)+ 0 .5( 1 ,50 0,000)= 749,000 and A2= 0 .5( −2 ,50 0)+ 0 .5( 2,000,000)= 998, 750 showing that the second alternative should be selected. ... Reserved.component of vector ƒ(p) is greater than or equal to the corresponding component of ƒ(q). In our example, ƒ(1) = (–2,000,000, 1 ,50 0) and ƒ(2) = (–2 ,50 0,000, 2,000) and none of the alternatives...