## Question

###### Consider set P described by linear inequalities constraints, that is P = {" â‚¬ Rn ai < bi,iPage 2 of 3m}_ ball with center y and radius is defined as the set of all points within (Euclidean) distance from y. We are interested in finding ball with largest possible radius, which is entirely contained within the set P_ Provide a linear programming formulation of the problem_

Consider set P described by linear inequalities constraints, that is P = {" â‚¬ Rn ai < bi,i Page 2 of 3 m}_ ball with center y and radius is defined as the set of all points within (Euclidean) distance from y. We are interested in finding ball with largest possible radius, which is entirely contained within the set P_ Provide a linear programming formulation of the problem_

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