Question: -The above Primal LP Model is assigned ________ Dual variables _________ . * None of the answers. three; X1, X2, & X3 three; Y1, Y2,

-The above "Primal LP" Model is assigned ________ "Dual" variables _________ . *
None of the answers.
three; X1, X2, & X3
three; Y1, Y2, & Y3
two; X1 & X2
two; Y1 & Y2
-The "Dual" objective function is written as *
maximize z = 12x1 + 20x2
minimize w = 30y1 + 3y2
minimize z = 12x1 + 20x2
maximize w = 30y1 + 3y2
None of the answers.
-The first "Dual" constraints is written as *
None of the answers.
7y1 + y2 12
7y1 + y2 12
7x1 + 5x2 30
7x1 + 5x2 30
-The 2nd "Dual" constraint is written as *
5y1 + 4y2 20
5y1 + 4y2 20
x1 + 4x2 3
x1 + 4x2 3
None of the answers.
-After applying "The Simplex Method" on the "Dual" model, the optimal values of z, X1, & X2 are respectively *
minimum z = 51.43; 4.29, 0
None of the answers.
minimum z = 51.43; 0, 4.29
minimum z = 11.43; 4.29, 0
maximum z = 51.43; 4.29, 0
"Salata is a restaurant that prepares home made salads. Two of the most ordered plates are "Caesar Salad" & "Greek Salad. Each "Caesar" salad plate costs $12, while each "Greek" salad plate costs $20. A Caesar" salad plate requires 7 minutes in preparation & 1 minute in packaging. On the other hand, a Greek salad plate requires 5 minutes in preparation & 4 minutes in packaging Taking into consideration that the production of both plates requires a minimum of 30 minutes in preparation & a minimum of 3 minutes in packaging, formulate the above "Primal LP then answer the following questionsStep by Step Solution
There are 3 Steps involved in it
Get step-by-step solutions from verified subject matter experts
