Qv0tkZyEb5uJvNHzBDeesg==;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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