A tailor gets a profit of Rs. 100 from a shirt and Rs. 170 from a pant. In a week of 56 hours, he uses 20 hours for stitching and 36 hours for cutting. He requires one hour to stitch a shirt and two hours to stitch a pant. For cutting he requires two hours for a shirt and three hours for a pant. Formulate L.P.P.
Let x and y the number of shirts and points
The objective function / L.P.P. is:-
Maximize z= 100 x + 170 y
Subject to constraints:
Stiching: x + 2y ≤ 20
Cutting: 2x + 3y ≤ 36 and x,y ≥ 0.
