guLGQEA+kdUcQkpggbUCJw==;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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