Facilities management requires a coordinated approach to ensure the planning, design and management of the building systems in order to meet and enhance the guest experience. You are the Facilities Manager of an international hospitality facility and have been assigned the task of exploring the impact of a proposed facility refurbishment within the hospitality resort/hotel or event markets. You are to work with your management team and other key stakeholders to assess and develop a facilities refurbishment plan for presentation to an asset management committee, who will approve funding for your project.
We have choosed to refurbish the all day dining restaurant of the Shangri-la hotel in Sydney.Kindly find attached a picture of it.
![Image result for the shangri la hotel sydney all day dining restaurant](data:image/png;base64,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)
Project Management Plan
Provide a Project Management Plan that defines:
* The time line for the refurbishment project; and
* Opening and closing dates.
Define the scope of work for both the interior and building works, and the costings associated with the refurbishment.
Human ressources
Your chosen designers, contractors and suppliers’ brands are presented here and justify why you have appointed them. E.g. Ted Baker: similar design style such as contemporary, minimalist, masculine; branding and market positioned in the hotel industry is parallel to your proposed facility space etc
Risk Management
Outline the liability and risks for the facility to complete the refurbishment. Complete an OH&S plan for the facility refurbishment.
This part has to be more explained and specific please
And at last I will need a conclusion in order to explain why investors should invest in this project
Risk Description | Risk Type | Internal/external | Risk Level | Risk Impact Category |
Noise pollution | Operations | External | High | People |
Budget | Strategic | Internal | High | Finance/Assets |
Security | | | | |
City of Sydney Council | | | | |
Project Deadline |
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