ezR72PdmAxSQyjddGyEC2g==;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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