QUESTION 3: A company products two models of computer (1 and 2). Each computer type 1 yielda S40.00 in profits and cach computer model 2 provides $20.00. Each of the computer goes through two assembly areas. The following table provides processing times per unit (in minutes) as well as total available processing times per department: Computer Dept. A Dept. B 12 2 total time per day 216 384 Sales commitments require at least 5 computers type 1 and 10 computers type B to be made per day. - Define the decision variables. Formulate this problem as an LP.
QUESTION 3: A company products two models of computer (1 and 2). Each computer type 1 yielda S40.00 in profits and cach computer model 2 provides $20.00. Each of the computer goes through two assembly areas. The following table provides processing times per unit (in minutes) as well as total available processing times per department: Computer Dept. A Dept. B 12 2 total time per day 216 384 Sales commitments require at least 5 computers type 1 and 10 computers type B to be made per day. - Define the decision variables. Formulate this problem as an LP.
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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Binomial is an algebraic expression of the sum or the difference of two terms. Before knowing about binomial distribution, we must know about the binomial theorem.
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QUESTION 3:
A company products two models of computer (1 and 2). Each computer type 1 yields $40.00 un profits and
each computer model 2 provides $20.00. Each of the computer goes through two assembly areas. The
following table provides processing times per unit (in minutes) as well as total available processing times
per department
Dept. A
Dept B
12
Computer
2
6
total time per day
216
384
Sales commitments require at least 5 computers type 1 and 10 computers type B to be made per day.
Define the decision variables
Formulate this problem as an LP.
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