# Textbook Notes for Rim Jaber

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## ADM2302 Chapter 5: 5. Week 5 Extra Problems Solution

30

Let t represent # of toys and s represent #of subassemblies. The estimate of the unit profit for toys can decrease by somewhere between sh and sh. 50 b

View Document## ADM 2302 Chapter Notes - Chapter 4: Lincoln Near-Earth Asteroid Research, Chief Operating Officer, List Of Subaru Engines

26

A2 + b2 + c2 + r2 = r1. A3 + b3 + r3 = r2 + 1. 40a1. A4 + r4 = r3 + 1. 40a2 + 1. 70b1. D5 + r5 = r4 + 1. 40a3 + 1. 70b2: let at = amount invested in in

View Document## ADM2302 Chapter 2: 2. Week 2 Extra Problems Solution

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2. 2: maximize p = d + w, subject to and. Optimal solution = (d, w) = (x1, x2) = (4, 3). 2. 3 a) optimal solution: (d, w) = (x1, x2) = (1. 67, 6. 50).

View Document## ADM2302 Chapter 1: 1. Week 1 Extra Problems Solution

28

If q units are produced per month, then. Monthly profit = sh {if q = 0} and ,000 + ( )q {if q > 0}. Break-even point = ,000 / ( ) = 2000, to produce if

View Document## ADM 2302 Chapter Notes - Chapter 3: Lincoln Near-Earth Asteroid Research, Thinkpad X Series

36

Objective cell: h11: this is a linear programming model because the decisions are represented by changing cells that can have any value that satisfy th

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