7n9kAPseRvcMBqv5f5blQQ==;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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