8JcAsBKMIBqi+x96QqRmSA==;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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