Maximize P subject to the given constraints. P = 3x + 8y constraints x ≥ 0 y ≥ 0 x + y ≤ 2 a. P = 16 at (0, 2) b. P = 6 at (2,0) c. none of these d. P = 0 at (0,0) e. P = 22 at (3,8)

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Linear Programming Solutions

UU. 7.3) - Work - Microsoft Edge @ https://openvel https://www.mathxl.com/Student/PlayerHomework.aspx?homeworkld=602558588&questionId=5&flushed=false&cd=6580834&.centerwin=yes DX Fall 2021 Math 1324.V01 Course Evelyn Alanis & | 10/15/21 8:23 AM = Homework: Home... th < Question 6, 7.4.1 Part 1 of 3 HW Score: 27.78%, 5 of 18 points Points: 0 of 1 Save Determine the number of slack variables and name them. Then use the slack variables to convert each constraint into a linear equation. + -... How many and which slack variables should be assigned? Maximize: z = 9x1 +3X2 subject to: 10x1 - x2 = 184 7x7 +6X2 s 224 14X1 + X2 5 333 with X720, X220 O A. There are three slack variables named X1, X2, S1. OB. There are five slack variables named X1, X2, S1, S2, S3. O C. There are two slack variables named S1, S2. OD. There are three slack variables named S1, S2, Sz. > he ir

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Linear Programming Solutions

Homework: Module 3 Score: 0 of 1 pt 22 of 25 (10 complete) HWS 4.4.9 Assigned Media Skill Bulldei Graph the solution of the following system, 10- y 24x-3 5 8- Q ysox 6 14- Use the graphing tool to graph the system. 22 10 . -4 8 10 2. enlarge graph -2- -4 -6- 8- to create your graph. Check

Math

Linear Programming Solutions

For each system of linear equations shown below, classify the system as "consistent dependent," "consistent independent," or "inconsistent." Then, choose the best description of its solution. If the system has exactly one solution, give its solution. System C System B 5 Line 1: y= 1 5 X+ 2 2 2 Line 1: y=- 1 2*+ 3 Line 1: y=-x-2 2 5 Line 2: y=x-2 Line 2: y= x + 3 2 Line 2: 3x + 2y=-4 1 6 LV 10 LI - LI f 12 41 L2 12 L2 This system of equations is: This system of equations is: This system of equations is: O inconsistent O consistent dependent O consistent independent inconsistent O consistent dependent O consistent independent OOO inconsistent consistent dependent consistent independent This means the system has: This means the system has: This means the system has: O a unique solution O a unique solution a unique solution Solution: (0 Solution: 00 Solution: 00 O no solution O infinitely many solutions no solution infinitely many solutions no solution infinitely many solutions