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MAC
2311Course
Learning Outcomes and Unit Learning Outcomes
Here you can review Calculus' general and
unit-specific learning outcomes. You will be able to meet these learning
outcomes by completing (satisfactorily) the weekly tasks specified on the course
schedule.
Course
Learning Outcomes
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The student will be able to demonstrate an understanding of the limiting
process as it applies to functions, continuity, derivatives and integrals. |
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The student will be able to demonstrate an understanding of the concept of
derivative including its geometric and physical interpretations. |
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The student will be able calculate derivatives of functions using rules of
differentiation. |
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The student will be able to demonstrate an understanding of the concept of
integral including its geometric and physical interpretations. |
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The student will be able to calculate indefinite and definite integrals.
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The student will be able to solve applied problems using derivatives and
integrals. |
Unit
Learning Outcomes
After
the successful completion of the corresponding units throughout the course, the
student
will be able to:
Unit 1.1
Unit 1.2
Unit 1.3
Unit 1.4
Unit 1.5
Unit 1.6
Unit 1.8
Unit 2.1
Unit 2.2
Unit 2.3
Unit 2.4
Unit 2.5
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Apply the chain rule
when finding derivatives of composition of functions. |
Unit 2.6
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Find derivatives of
implicit functions. |
Unit 2.7
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Work with exponential
and logarithmic functions. |
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F Find derivatives of exponential and logarithmic
functions |
Unit 2.8
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Understand the general
procedures and work with Related Rates problems. |
Unit 2.9
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Find
linear approximations and differentials
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Unit 2.10
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Understand the concepts and derivatives of hyperbolic functions
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Unit 3.1
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Distinguish between
local and absolute extrema in open and closed intervals. |
Unit 3.3
Unit 3.4
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Find limits at infinity
and relate them to horizontal asymptotes. |
Unit 3.5
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Sketch graphs of
functions using the concepts learned previously. |
Unit 3.7
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Apply the concepts of
Maximum and minimum to optimization problems. |
Unit 3.9
Unit 4.1
Unit 4.2
Unit 4.3
Unit 4.4
Unit 4.5
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Integrate using the
substitution rule. |
Unit 5.1
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Find areas between
curves |
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