The problem is formulated in excel as below. The below 2 images show the formulation as well as the formulas used. The objective function to maximize is highlighted in green and the decision variables are highlighted in yellow.
Post these the solver parameters need to be entered as per the below image.
Once this is done, click on solve. The solver will solve the problem and show the message stating the same. Click on ok. The excel will now have the final solution as per below image.
Thus we can see from above image that the solution is as below
x1 = 36 units of single-family homes
x2 = 98 units of double-family homes
x3 = 45 units of triple-family homes
x4 = 0 units of quadruple-family homes
x5 = 245 units of old homes to be demolished
please Solve the question with excel solver Solve the question with excel solver URBAN PLANNING -...
Need help solving a linear programming problem. Can you please use step by teps in excel solver and show work so I can follow. Thank you. Portfolio Xi= The amount of dollars to invest in stock i i=1=A, 2=B, 3=C, 4=D, 5=E Max Expected Return Z=4.5X1+5.2X2+6.0X3+7.2X4+4.2X5 Subject to: X1+X3<=50,000 X2+X5<=50,000 X4<=50,000 X1>=20,000 X3<=0.2(X1+X3) X1+X2+X3+x4+X5<=100,000 Xi>=0 for all i
QUESTION 2 Solve the following optimization model using Excel Solver. Upload the final excel file. max z=18x1+25x2+21x3 S.t 16x2+21x32400 3x1 +8x32 150 11x25 1000 3x1+4x2+5x35 290 X1,x2,X320, and integer
Please help me to solve this probability problem. 2. Consider a random variable X with the following PDF f(x) f(x) = for 0s x<1 x, 2-x for 1s XS2 otherwise (a) Consider 6 independent random variables X, X2, X3, X4, X5, Xs with the PDF f(x) given above. What will be the PDF of Y= (X1+X2+ X3+ X4+ Xs* X6) approximately? Explain it. (b) Compute the probability of Y>8.
JUST NEED HELP WITH PART 2 (EXCEL SOLVER) Clearlake Marketing Group (CMG) is a full-service marketing research company. CMG is being hired to interview registered voters in a city to gain insights into their opinions about certain political issues. Each voter is to be interviewed in person. The costs of interviewing different types of voters vary due to the differences in proportion throughout the population. Based on previous studies, estimates of the interview costs for different types of voters are...
please show all your steps in excel Consider the following model: Min. cost = 340,000X1 + 270,000X2 + 290,000X3 + 32X4 + 33X5 + 30X6 subject to X4 + X5 + X6 > 38,000 < 21,000X1 < 20,000X2 X6 = 19,000X3 X1, X2, X3 = 0 or 1 X, X5, X6 20 Use excel solver to solve the above mixed integer linear programming model.
nsider the following expression 8.50x10-5-x(0.100 +x)2 We can solve for x using a technique called successive approximations. Step 1: If we assume that x is very small compared to 0.100 (such that 0.100 + x 0.100) then our first approximation of x (let's call it x) can be calculated as 8.50 × 10-5-XI (0.100) 2 Number Express all answers to three or more significant figures Step 2: Now, take your first approximation of x and plug it into the full...
Use the 'Solver' add in on excel to formulate the constraints The Clarke Special Parts Company manufactures three products: A, B, and C. Three manufacturing centers are necessary for the production process. Product A only passes through Centers 1 and 2; Products B and C must pass through all three manufacturing centers. The time required in each center to produce one unit of each of the three products is noted as follows: X1 X2 X3 Z Profit Constraints Center 1...
please Question 1 Convert the constraints into linear equations by using slack variables. Maximize z = 2X1 +8X2 Subject to:X1 + 6x2 s 15 2x1 + 9x2 s 25 X120,X220 X1 + 6x2 +51 s 15 2X1 + 9x2525 25 x1 +6X2+S1 = 15 2X1 +9x2 +52 = 25 O X1 +6X2 + 512 15 2X1 + 9x2 +522 25 X1 +6x2 = S1 +15 2x1 + 9x2 = S2 + 25 Question 2 Introduce slack variables as necessary and...
Use the 'Solver' add in on excel to formulate the constraints The Clarke Special Parts Company manufactures three products: A, B, and C. Three manufacturing centers are necessary for the production process. Product A only passes through Centers 1 and 2; Products B and C must pass through all three manufacturing centers. The time required in each center to produce one unit of each of the three products is noted as follows: X1 X2 X3 Z Profit Constraints Center 1...
question 3 please The first 5 questions refer to finding solutions to the equation exp(w) = 3.8 ln(1+x). You will need to write it in the form f(x)-0, and use various root finding methods. 1. (10 pts) Plot the curves y- exp(Vx), and y 3.8 ln(1+x) on the same graph in the range 0 x 6. Read off intervals in which there are roots of the equation exp(k)- 3.8 In(1+x) Now find the roots to 6 decimal places using the...