ET2JrrGb+Azbjetnf5JCNw==;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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