J100uSsfYdw/XZMNLP8slQ==;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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