Resource Resistor Capacitor Chips Unit price ($) Model 1 (units) doublynth umilgo brb mtoto ancil subject to smijebi.adide done hot pidurd 25 workers in the cu ow boalan Pholm 196W mi 589debcong b 22 ont axloqpload bas aged I sdi gnied todiss Basic bas gaiwse model. sdt yd oynau riads Z X1 S3 x2 0 3 br Let x and x be the amounts produced of Models 1 and 2, respectively. Following are the LP model and its associated optimal simplex tableau. nically 3x + 4x Discount Stel 2x + 3x 1200 2x1 + x 1000 Sort Ils 14x2 800 2 0 verla X1 0 1 0 0 Maximize z Model 2 (units) 3 1 4 X1, X2 x2 Olideliev 0 0 1 14212 -2 = (Resistors) (Capacitors) (Chips) $2 clevision Maximum availability (units) 3142 --1/2 $3 1200 1000 800 100 1 sifective ied by Burroughs Solution woll 1750 ng sal beOU 450 400 100 kaging lidslievs vlis *(a) Determine the status of each resource. (11) Todiss I *(b) In terms of the optimal revenue, determine the dual prices for the resistors, capacitors, and chips. (c) Determine the feasibility ranges for the dual prices obtained in (b). tions. (d) If the available number of resistors is increased to 1300 units, find the new optimum solution. *(e) If the available number of chips is reduced to 350 units, will you be able to deter- mine the new optimum solution directly from the given information? Explain.

Let x1 and x2 be the amounts produced of Models 1 and 2 , respectively. Following are the LP model and its associated optimal simplex tableau. Maximizez=3x1+4x2 subject to 2x1+3x22x1+x24x2x1,x2120010008000(Resistors)(Capacitors)(Chips) *(a) Determine the status of each resource. *(b) In terms of the optimal revenue, determine the dual prices for the resistors, capacitors, and chips. (c) Determine the feasibility ranges for the dual prices obtained in (b). (d) If the available number of resistors is increased to 1300 units, find the new optimum solution. (e) If the available number of chips is reduced to 350 units, will you be able to determine the new optimum solution directly from the given information? Explain