Question

A firm produces two types of product a and



b. The profit on both is rs. 2 per item. Every product processing on machines m1 and m2 for a, machines m1 and m2 takes 1 minute and 2 minutes respectively and that of for b, machinese m1 and m2 takes the time 1 minute and 1 minute. The machines m1m2 are not available more than 8 hours and 10 hours any of day respectively. If the products made x of aand y of b, then the linear constraints for the l.P.P. Except x0, y0, are

Answer 1

∴According to the question, X + y ≤ 400, 2x + y ≤ 600, x ≥ 0,y ≥ 0 Maximize Z = 2x + 2y The feasible region determined by X + y ≤ 400, 2x + y ≤ 600, x ≥ 0, y ≥ 0 is given by The corner points of feasible region are A(0,0) , B(0,400) , C(200,200) , D(300,0). The value of Z at corner point is Corner Point Z = 2x + 2y A(0, 0) 0 B(0, 400) 800 Maximum C(200, 200) 800 Maximum D(300, 0) 600 The maximum value of Z is 800 and occurs at two points. Hence the line BC is aRead more on Sarthaks.com - https://www.sarthaks.com/1059957/firm-manufactures-types-products-sells-them-profit-of2-type-type-each-product-processed?show=1059972#a1059972

Answer 2

The profit on both is rs. 2 per item. Every product processing on machines m1 and m2 for a, machines m1 and m2 takes 1 minute and 2 minutes respectively and that of for b, machinese m1 and m2 takes the time 1 minute and 1 minute. The machines m1m2 are not available more than 8 hours and 10 hours any of day respectively. If the products made x of aand y of b, then the linear constraints for the l.P.P. Except x0, y0, are