59HaP1ONBZRONRDTIrCt0g==;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Assessment criteria
- 1. Discuss the meaning of the term “enterprise architecture” (EA), and the aims and basic principles of EA.
- 2. Compile a comparative tool for EA frameworks and select a suitable framework for a particular situation.
- 3. Identify the key architecture deliverables by correctly determining the requirements of a given case study.
- 4. Apply the Enterprise Architecture lifecycle to the creation of an enterprise architecture.