Question

A company produces three types of Juices using Input 1 and Input 2. The partner who owns the company has contracted daily for the season a maximum of 1,590 liters of Input 1 and a minimum of 1,200 liters. With the Input 2 you also have a contract, in which the range is between 1,610 and 1,550 liters as a maximum and as a minimum. The benefit of Juice 1 is $ 380, Juice is $ 292 and Juice 3 is $ 303 per liter. The maximum and minimum demand for Juice 1 is 90 and 70 liters respectively, the maximum and minimum demand for Juice 2 is 180 and 120 liters respectively, and the maximum demand for Juice 3 is 200 liters and the minimum is 160 liters. Formulate and solve this linear programming problem
a) Detail and clearly explain results are the variables b) What is the objective function c) How many are your restrictions d) Determine what your Primal and Dual approach would be

Answer 1

Answer:

baby abe jiba heri !!

tu jaa khaibu .. tk padhibu .. mo jogu padhiparunu .. jaa

mu b jauchi ..

auu aji ta tu dekhiparibuni .. miracleous .. kali dekhibu auu !!

Love you ❤️❤️