iKNA/qqPb5l+kOPTAk3n+A==;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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