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Pie
2 years ago
5

Week 1: Roles and Responsibilities in the Procurement Cycle

Business
1 answer:
sp2606 [1]2 years ago
6 0

The project's procurement cycle (plan, conduct and control) according to the PMBOK Guide has as its central objective that external procurement for the execution of the project effectively meets your needs.

<h3>Planning</h3>

Planning corresponds to the stage where the purchasing requirements for the project are identified. A working document is developed with a detailed and specific request for proposal and invitation to bid.

It is in the planning phase where potential suppliers and vendors for hiring are identified.

<h3>Conduction</h3>

During the conduction phase, the acquisition agreements are signed and a plan for project management is carried out, with information regarding the cost, budget and schedule of the chosen supplier.

<h3>Control</h3>

In the control phase, it is up to the project manager to review the agreements, monitor the flow of work, progress and team performance to meet the budget and schedule.

Find out more information about procurement cycle here:

brainly.com/question/22590420

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8 0
3 years ago
Read 2 more answers
North Around, Inc. stock is expected to return 22 percent in a boom, 13 percent in a normal economy, and −15 percent in a recess
almond37 [142]

Answer:

4.53%

Explanation:

Data provided in the question:

Expected return = ∑ (Return × probability)

Thus,

Expected return = (0.06 × 22) + (0.92 × 13) + (0.02 × (-15))

= 12.98%

Now,

Probability       Return        Probability × (Return-Expected Return)²

0.06                  22                   0.06 × (22% - 12.98%)² = 4.8816

0.92                  13                    0.92 × (13% - 12.98%)² = 0.000368

0.02                  -15                   0.02 × (-15% - 12.98%)² = 5.657608

========================================================

                                                                            Total = 20.5396%

Standard deviation = \sqrt{\frac{\text{Total probability}\times(\text{Return-Expected Return})^2}{\text{Total probability}}

= √(20.5396)

= 4.53%

6 0
3 years ago
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