JZ7v8pO7Cu2Up/SW7ikJCw==;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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