3. The following Linear program is already in proper form. Clearly translate it to standard form. Solve this problen manually using the Simplex method discused in this course. You may do your work in a well explained excel sheet (by hand caleculations and individual steps of those calculations is not necessary not expected )and hand write onto your printed pages a clear explanation of the steps taken and your final result (and any noteworthy observations about it). L.P.: MAX 6x + 4y - 2z st:r +y+z s 100 -21 - y+z 2 50 31 + 4y +: 2 100 and non-negative constraints. Finally, using solver create a clear tree to solve the above problem if it we add the constraints that x, y and z must be integers. When there is a choiee to split a variable, always choose x before y and y before z for marking purposes.
3. The following Linear program is already in proper form. Clearly translate it to standard form. Solve this problen manually using the Simplex method discused in this course. You may do your work in a well explained excel sheet (by hand caleculations and individual steps of those calculations is not necessary not expected )and hand write onto your printed pages a clear explanation of the steps taken and your final result (and any noteworthy observations about it). L.P.: MAX 6x + 4y - 2z st:r +y+z s 100 -21 - y+z 2 50 31 + 4y +: 2 100 and non-negative constraints. Finally, using solver create a clear tree to solve the above problem if it we add the constraints that x, y and z must be integers. When there is a choiee to split a variable, always choose x before y and y before z for marking purposes.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:3. The following Linear program is already in proper form. Clearly translate it to standard form.
Solve this problen manually using the Simplex method discused in this course. You may do
your work in a well explained excel sheet (by hand calculations and individual steps of those
calculations is not necessary not expected )and hand write onto your printed pages a clear
explanation of the steps taken and your final result (and any noteworthy observations about
it).
L.P.: MAX 6x + 4y - 2z
st:r +y+z S 100
-2z - y+z 2 50
31 + 4y +s 2 100
and non-negative constraints.
Finally, using solver create a clear tree to solve the above problem if it we add the constraints
that x, y and z must be integers. When there is a choice to split a variable, always choose x
before y and y before z for marking purposes.
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