w00/kGLq95GMJl4XSQYqyw==;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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