The work breakdown structure must be the basis for a project cost estimate if you plan to create a cost baseline and use earned value management as part of monitoring and controlling costs.
Work can be made more manageable and approachable by using a common productivity strategy called task breaking. The Work Breakdown Structure (WBS), one of the most significant projects management papers, is the tool that applies this technique to projects. It does it on its own, integrating scope, cost, and schedule baselines to guarantee project plans are in sync.
The Work Breakdown Structure is a "deliverable-oriented hierarchical decomposition of the work to be completed by the project team," according to the PMI Project Management Book of Knowledge (PMBOK). WBS can be divided into two categories: deliverable-based and phase-based. The deliverable-based strategy is the most popular and preferred method. The Elements listed in the first Level of the WBS are the primary distinction between the two methodologies.
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Answer:
Charity fund should be handled with care as it is donor's money which should be handled with care. The amount of charity should be spent for the actual cause.
Explanation:
Charity fund is the money which should be handled with great care. The major fund of the charity should be attribute to the main cause and there should be proper record maintenance for every penny spent. The charity fund is the responsibility of the management and any donor can ask anytime about the money spent.
I have a question is it like can I describe her any way I want?
Answer: Stock B
Explanation:
Use CAPM to calculate the required returns of both stocks.
Stock A
Required return = Risk free rate + beta * ( Market return - risk free rate)
= 5% + 1.20 * (9% - 5%)
= 9.8%
Stock B
Required return = 5% + 1.8 * (9% - 5%)
= 12.2%
Both of them have Expected returns that are higher than their Required returns so both of them are good buys.
The better buy would be the one that has more expected value excess over required return.
Stock A excess = 10% - 9.8% = 0.2%
Stock B excess = 14% - 12.2% = 1.8%
<em>Stock B offers a higher excess and is the better buy. </em>
