Multiple optimum solution corner point B == (0, 8). The value t == 32, which is the maximum value of Z.2 gives the point (4, 6). Notice that aNow Work Problem 13. МаximizeZ = 14x + 21y||subject to2x + 3y < 12x + 5y < 8х, у > 0. Minimize Costtherton and Berkeley and warehouses in Concord and Dublin.ost of delivering a car is $60 from Concord to Atherton, $45 foncord to Berkeley, $50 from Dublin to Atherton, and $35 freublin to Berkeley. Suppose that the showroom in Atherton oreven cars and the showroom in Berkeley orders four cars. Supso that the warehouse in Concord has six cars and the warehDublin has eight cars available. Find the best way to minimst, and find the minimum cost. (Hint: Let x be the number celivered from Concord to Atherton and y be the number of caelivered from Concord to Berkeley. Then 7 – x is the numbers delivered from Dublin to Atherton and 4- y the numberduliuanad from Dublin to Berkelev.)Suppose a car dealer has showrooms in

This is the simple problem based on linear programming problems (multiple optimum) which could be…

Answered: Мaximize Z = 14x + 21y subject to 2x…

Math

Algebra

Мaximize Z = 14x + 21y subject to 2x +3y < 12 x + 5y < 8 x, y > 0

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

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Question

Multiple optimum solution

corner point B =
= (0, 8). The value t =
= 32, which is the maximum value of Z.
2 gives the point (4, 6). Notice that a
Now Work Problem 1
3. Маximize
Z = 14x + 21y
||
subject to
2x + 3y < 12
x + 5y < 8
х, у > 0
. Minimize Cost
therton and Berkeley and warehouses in Concord and Dublin.
ost of delivering a car is $60 from Concord to Atherton, $45 f
oncord to Berkeley, $50 from Dublin to Atherton, and $35 fre
ublin to Berkeley. Suppose that the showroom in Atherton or
even cars and the showroom in Berkeley orders four cars. Sup
so that the warehouse in Concord has six cars and the wareh
Dublin has eight cars available. Find the best way to minim
st, and find the minimum cost. (Hint: Let x be the number c
elivered from Concord to Atherton and y be the number of ca
elivered from Concord to Berkeley. Then 7 – x is the numbe
rs delivered from Dublin to Atherton and 4- y the number
duliuanad from Dublin to Berkelev.)
Suppose a car dealer has showrooms in

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