Question: You are a project manager for a current project that you are managing for a small firm. You have received three possible solutions from three

You are a project manager for a current project that you are managing for a small firm. You have received three possible solutions from three different vendors. This project has two constraintscost and schedule. Management has determined that a cost of $15,000 or less would be good but up to $20,000 is acceptable. Management also has determined that a completion time of 180 days or less would be good but up to 240 days would be acceptable. The business user team has determined that there are five business requirements that they would like to see with the final product.

The firm utilizes a numbering system between 1 and 5 to determine if the vendors proposal satisfies the constraints and requirements. For constraints, the firm usually rates proposals that meet the good criteria with the number 5, proposals that meet acceptable with the number 3, and those that do not meet the criteria limits would be rated with the number of 1. Regarding requirements, if the proposal fully satisfies the requirement, then it would be rated with the number 5. If the proposal satisfies at least 60% of the requirement, then it would be rated with the number 3. All other proposals that do not satisfy at least 60% of the requirement would be rated with the number 1.

Furthermore, the importance of the constraints and requirements based on a 100% scale are as follows.

Constraint is 20%.

Schedule is 10%.

Requirement 1 is 20%.

Requirements 2 and 3 are 15% each.

Requirements 4 and 5 are 10% each.

Your job as a project manager is to review the proposals below and determine which vendors proposals will be awarded the contract for the project based on a weighted average approach.

Project Proposals

Vendor A

Vendor B

Vendor C

Constraint Cost

$20,750.00

$19,500.00

$14,950.00

Schedule

160 days

200 days

250 days

Requirement 1

Fully Meets

Fully Meets

75% Meets

Requirement 2

75% Meets

50% Meets

Fully Meets

Requirement 3

Fully Meets

Fully Meets

Fully Meets

Requirement 4

Fully Meets

Fully Meets

50% Meets

Requirement 5

75% Meets

75% Meets

75% Meets

Question 1: Create a weighted average selection table in Excel in order to select the best proposal based upon this weighted average approach. Highlight the column with the best proposal in yellow.

Question 2: Paste a screenshot of the Excel table of the weighted average approach in a Word document and write a paragraph (four to seven sentences) in the same Word document as to why this vendor would be the best choice.

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