The elements Carbon, Magnesium and Sulfur are found in two products, P and Q. The amount of each element (milligrams per ounce) is given above:

The cost of the products is $5 per ounce and $10 per ounce respectively. The minimum requirement to make this product is 2 mg of Carbon, 5 mg of Magnesium and 8 mg of Sulfur.

Formulate this problem in the Linear Programming Form.

The demand value according to random numbers is?

A discotheque has a single ticket-counter. During rush hours, people arrive at the rate of 50 per hour. The average number of people allowed to enter is 100 per hour. Calculate the average number of people who still have to wait in the queue for their turn.

Use the property of dominance to find out the value of the saddle point.

Find the basic feasible solution using the matrix minimum method.

Determine best alternative if a person is adopting the Hurwics criterion.

Determine the equipment utilization.

The initial cost of a machine is $6000. Study the above given table and calculate after how many years of service should the machine be replaced.

Determine best alternative if a person is adopting the maximax criterion.

A person comes to a cyber cafe everyday. Sometimes, he has to wait for the cyber cafe to open and at other times, he arrives late. The opening time of the cafe varies from day to day. Study the above table, computed for 8 days, and calculate the average waiting time of that person.

In the north-west corner method of Linear Programming, the empty or open squares are called: