Consider the following LP problem with two constraints: \\( 59 X+15 Y>=885 \\) and \\( 21 X+11 Y>=231 \\). The objective function is Max \\( 14 X+21 Y \\). What combination of \\( X \\) and \\( Y \\) will yield the optimum solution for this problem? a. 11,0 b. infeasible problem c. \\( 7,7.63636 \\) d. unbounded problem e. 0,21 Compute the objective function value for the following problem: Min \\( 114 X+54 Y \\) subject to : \\( 2 X>=0 ; 19 X+9 Y=171 ; X+Y>=0 \\) a. 1026 b. infeasible C. unbounded d. 104.11111 e. 0