tNYYQmm1oZ1C+jK4V1YNGg==;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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