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Course List

History & Theories of Architecture

Course outcomes:

a. Knowledge and Understanding:

1- Demonstrate proficiency in the use of mathematics to structure students' understanding of and investigate questions in the world around them.
2- Treating mathematical content at an appropriate level.
3- Proficiency in the use of mathematics to formulate and solve problems.

b. Intellectual Skills:

1- The student will demonstrate proficiency in using technology such as hand-held calculators and computers to support their use of mathematics.

c. Professional and Practical Skills:

1- Use the Mathematical packages.
2- Deal with case studies to cover the area of Business.

d. General and Transferable Skills:

1- Self-learning through exercises and worked examples.
2- Work in group to develop technique for problem solving.

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