XRJTMTOgD0YDyEGd8Lt0QQ==;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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