Learning goals for MTH342

Role in Curriculum

Provides important tools to study and analyze multivariable functions

Learning Goals and Assessment Plans

The student will be able to prove that a multivariable map is continuous or differentiable.

When the class is being assessed, the final exams will include embedded questions to assess student performance on these topic-specific learning goals. Instructors are responsible for tallying their students scores.

The student will be able to compute the Jacobian matrix of a given differentiable map.

same

The student will be able to apply the Lagrange multiplier Theorem to find maximum or minimum values of a function subjected to a constraint.

same

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When assessment activities are done, the results will be summarized in memorandum form and filed with the department chairperson for record keeping purposes.

Information obtained from assessment will be used to assess and self-reflect on the success of the course and to make any necessary changes to improve teaching and learning effectiveness.

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Last updated Mon May 24 14:48:07 2010