Question

In: Mechanical Engineering

A Company has set up a weighted scoring matrix for evaluation of a three potential projects....

A Company has set up a weighted scoring matrix for evaluation of a three potential projects. Below are the weighted project scores of the three projects :

  • Project A : The weighted project scores = 115
  • Project B : The weighted project scores = 99
  • Project C : The weighted project scores = 75

Using the weighted project scores, which project should be the company first priority?

Solutions

Expert Solution

Weighted project scores of the three projects :

  • Project A : The weighted project scores = 115
  • Project B : The weighted project scores = 99
  • Project C : The weighted project scores = 75

In weighted scoring matrix for evaluation, the project with higher weighage is given first priority and the project with lowest score is given least priority.

From the given data Project A has highest weighted scores of 115 compared to other 2 projects. Hence Project A should be the first priority of the company and  Project C should be the last priority of the company .


Related Solutions

Your firm has identified three potential investment projects. The projects and their cash flows are shown​...
Your firm has identified three potential investment projects. The projects and their cash flows are shown​ here:  ​( Project Cash Flow Today ​(millions) Cash Flow in One Year ​(millions) A −$6 $17 B $3 $6 C $16 −$5 Suppose all cash flows are certain and the​ risk-free interest rate is 7%. a. What is the NPV of each​ project? b. If the firm can choose only one of these​ projects, which should it​ choose? c. If the firm can choose...
Your firm has identified three potential investment projects. The projects and their cash flows are shown​...
Your firm has identified three potential investment projects. The projects and their cash flows are shown​ here: Project Cash Flow Today ​(millions) Cash Flow in One Year ​(millions) A −$7 $17 B $6 $6 C $15 −$14 Suppose all cash flows are certain and the​ risk-free interest rate is 7%. a. What is the NPV of each​ project? b. If the firm can choose only one of these​ projects, which should it​ choose? c. If the firm can choose any...
Set up the augmented matrix that describes the situation, and solve for the desired solution. A...
Set up the augmented matrix that describes the situation, and solve for the desired solution. A bag of mixed nuts contains cashews, pistachios, and almonds. Originally there were 850 nuts in the bag. 30% of the almonds, 20% of the cashews, and 10% of the pistachios were eaten, and now there are 715 nuts left in the bag. Originally, there were 50 more cashews than almonds. Figure out how many of each type of nut was in the bag, to...
A company has a required rate of return of 15% for five potential projects. The company...
A company has a required rate of return of 15% for five potential projects. The company has a maximum of $500,000 available for investment and cannot raise any capital. Details about the five projects are as follows: Project Initial Outlay Net Present Value at 15% Internal Rate of Return 1 $500,000 $125,000 23% 2   250,000 75,000 17% 3   150,000 25,000 35% 4   100,000 50,000 25% 5   150,000 50,000 25% The company should choose which of the following projects? a. Project...
Your company has tasked you with the evaluation of two projects for investments, Project X and...
Your company has tasked you with the evaluation of two projects for investments, Project X and Project Y. Each project has a cost of capital of R10,000 and the required return of 12 percent. The projects’ expected cash flows (in Rands) are listed below: Year Project X Project Y 0 (10,000.00) (10,000.00) 1 6,500.00 4,000.00 2 3,000.00 4,000.00 3 3,000.00 4,000.00 4 2,000.00 4,000.00 Required: 11.1. Calculate each project’s payback period, net present value (NPV and profitability index (PI). 11.2....
(a) Show that there are, up to isomorphism, exactly 8 matroids whose underlying set has three...
(a) Show that there are, up to isomorphism, exactly 8 matroids whose underlying set has three elements. Calling the elements a, b, c, exhibit, for each of these matroids, its bases, cycles and independent sets. (b) Consider the matroid M on the set E = {a, b, c, d}, where the bases are the subsets of E having precisely two elements. Detrmine all the cycles of M, and show that there is no graph G such that M is the...
(a) Show that there are, up to isomorphism, exactly 8 matroids whose underlying set has three...
(a) Show that there are, up to isomorphism, exactly 8 matroids whose underlying set has three elements. Calling the elements a,b,c, exhibit, for each of these matroids, its bases, cycles and independent sets. (b) Consider the matroid M on the set E = {a,b,c,d}, where the bases are the subsets of E having precisely two elements. Detrmine all the cycles of M, and show that there is no graph G such that M is the cycle matroid M(G).
SET UP BUT DO NOT SOLVE the following system of linear equations: A company sells three...
SET UP BUT DO NOT SOLVE the following system of linear equations: A company sells three sizes of fruit trays. The small size contains 200 gr of watermelons and 100 gr of grapes. The medium size contains 400 gr of watermelons, 100 gr of pineapples, and 300 gr of grapes. The large size contains 600 gr of watermelons, 200 gr of pineapples, and 400 gr of grapes. Suppose that the company receives an order for 28 kg of watermelons, 6...
A financial services company has a long list of potential projects to consider this year. Managers...
A financial services company has a long list of potential projects to consider this year. Managers at this company must decide which projects to pursue and how to define the scope of the projects selected for approval. The company has decided to use a weighted scoring model to help in project selection, using criteria that map to corporate objectives. All projects selected must develop a WBS using corporate guidelines. You are part of a team that will analyze proposals and...
Net present value. Quark Industries has three potential​ projects, all with an initial cost of $1,800,000....
Net present value. Quark Industries has three potential​ projects, all with an initial cost of $1,800,000. The capital budget for the year will allow Quark to accept only one of the three projects. Given the discount rate and the future cash flow of each​ project, determine which project Quark should accept. Cash Flow   Project M   Project N   Project O Year 1 $500,000   $600,000   $1,000,000 Year 2 $500,000   $600,000   $800,000 Year 3 $500,000   $600,000   $600,000 Year 4 $500,000   $600,000   $400,000 Year...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT