Try to choose the correct answer, note that four wrong answers will cancel one correct answer $($i$.$e$.$ each wrong answer will be penalized by $-2\mathrm{.}5$ pt$.)$:

$[10$ pts$.]$ An emergency unit is to be placed in a facility consisting of four manufacturing cells in which most of the accidents occur. The coordinate locations of the four manufacturing cells are: $($

$2$

$.$

$52$

$,$

$2$

$.$

$96$

$),($

$1$

$.$

$41$

$,$

$5$

$.$

$71$

$),($

$4$

$.$

$97$

$,$

$0$

$.$

$66$

$),$ and $($

$0$

$.$

$13$

$1$

$.$

$81$

$).$ Which one of the following values is closest to the optimal objective value $($optimal maximum distance$)$ of the above facility location problem in order to minimize the maximum of orthogonal distances between the manufacturing cells and the emergency units?

$\{$$a$->$questionintifier$\}$ Cevap

a$.$

$3$

$.$

$59$

b$.$

$6$

$.$

$92$

c$.$

$1$

$.$

$63$

d$.$

$4$

$.$

$30$