Question: please need help ASAP in excel nothing else NOT word document NOT programming ONLY EXCEL PLZZZZZZ not like these word below To maximize profit, you

please need help ASAP in excel nothing else
NOT word document
NOT programming
ONLY EXCEL PLZZZZZZ
not like these word below
please need help ASAP in excel nothing elseNOT word document NOT programming
ONLY EXCEL PLZZZZZZ not like these word below To maximize profit, you
need to find the production quantities of refrigerators A,B and C that
maximize the profit, taking into account both the unit prices \& manufacturing
costs. Let: - X represents the number of units of refrigerato A

To maximize profit, you need to find the production quantities of refrigerators A,B and C that maximize the profit, taking into account both the unit prices \& manufacturing costs. Let: - X represents the number of units of refrigerato A to produce per week. - Y represents the number of units of refrigerators B to produce per week. - Z represents the number of units of refrigerator C to produce per week. The objective function is to maximize profit (P) can be formulated as: P=(1000X+1200Y+1500Z)(200X+X2+250Y+ Y2+350Z+Z2) Now, you want to maximize P subject to the following constraints: 1. Production capacity constraints: X+Y+Z0,Y>0,Z>0 (you cannot produce a negative number of units). To solve these nonlinear optimization problems, you can use various optimization techniques, such as a numerical solver or optimization software. Since you mentioned that production numbers should be integers, you can use an integer programming solver to find the optimal integer values of X,Y and Z that maximize P. Here is a simplified Python code using the PULP library to solve this problem: Import pulp \# Create a Linear Programming problem model = pulp.L.pProblem("Maximize_Profit" . pulp.LpMaximize) \# Define decision variable (integer) X= pulp.LpVariable("X", lowBound =0, cat='Integer') = pulp.LpVariable("Y" lowBound=0, cat="Integer") Z= pulp.LpVariable("Z" lowBound=0, cat="Integer") \# Define the objective function model +=(1000X+1200Y+1500Z)(200X+ X2+250Y+Y2+350Z+Z2) \# Add constraints model +=X+Y+Z

Step by Step Solution

There are 3 Steps involved in it

1 Expert Approved Answer
Step: 1 Unlock blur-text-image
Question Has Been Solved by an Expert!

Get step-by-step solutions from verified subject matter experts

Step: 2 Unlock
Step: 3 Unlock

Students Have Also Explored These Related General Management Questions!