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A candy shop puts together two prepackaged assortments to be given to trick-or-treaters on Halloween. The feasible set for producing x packages of assortment A and y packages of assortment B has been graphed to the right. For the earnings function Earnings = 70x + 30y, where Earnings is in cents, how many of each assortment should be prepared in order to maximize profits? What is the maximum profit? 300- feasible set y = -x+200 y= +2x+300 0 The shop should prepare ☐ packages of assortment A and B to maximize profit. (Type whole numbers.) 300 E packages of assortment

A candy shop puts together two prepackaged assortments to be given to trick-or-treaters on Halloween. The feasible set for producing x packages of assortment A and y packages of assortment B has been graphed to the right. For the earnings function Earnings = 70x + 30y, where Earnings is in cents, how many of each assortment should be prepared in order to maximize profits? What is the maximum profit? 300- feasible set y = -x+200 y= +2x+300 0 The shop should prepare ☐ packages of assortment A and B to maximize profit. (Type whole numbers.) 300 E packages of assortment

Advanced Engineering Mathematics
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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A candy shop puts together two prepackaged assortments to be given to trick-or-treaters on Halloween. The feasible set for producing x packages of assortment A and y packages of assortment B has been graphed to the right. For the earnings function Earnings = 70x + 30y, where Earnings is in cents, how many of each assortment should be prepared in order to maximize profits? What is the maximum profit? 300- feasible set y = -x+200 y= +2x+300 0 The shop should prepare ☐ packages of assortment A and B to maximize profit. (Type whole numbers.) 300 E packages of assortment
Transcribed Image Text:A candy shop puts together two prepackaged assortments to be given to trick-or-treaters on Halloween. The feasible set for producing x packages of assortment A and y packages of assortment B has been graphed to the right. For the earnings function Earnings = 70x + 30y, where Earnings is in cents, how many of each assortment should be prepared in order to maximize profits? What is the maximum profit? 300- feasible set y = -x+200 y= +2x+300 0 The shop should prepare ☐ packages of assortment A and B to maximize profit. (Type whole numbers.) 300 E packages of assortment
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