vrDfLxEX1xld/hf/PtGn1w==;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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.
- See also