MATH 2200H Calculus II Honors

(B) Bachelors
(OS) Halmos Coll of Nat Sci & Ocn
(OMAT) OS - Mathematics
4 credits

Riemann sums; the definite integral; method of integration; continuation of exponential, logarithmic functions, and inverse trigonometric functions. L'Hopital's rule and improper integrals. This course has been exempted from the requirements of the Writing Across the Curriculum policy. Prerequisite: MATH 2100 or MATH 2100H; Honors students only. Frequency: Every Winter. (Description Last Updated: Summer I 2016 (201650))

Learning Outcomes

  1. Understand and apply differentiation rules to exponential and logarithmic functions as well inverse trigonometric functions.
  2. Learn new techniques of integration such as integration by parts, integration by trigonometric substitution, and integration via a partial fraction decomposition and utilize them where appropriate.
  3. Apply the Fundamental Theorem of Calculus to solve a variety of applied problems such as the area between 2 curves, volumes of revolution, surface area, length of a curve, and problems involving the concept of work.
  4. Comprehend the fundamental concepts and differences between sequences and series of numbers and apply the appropriate tests to determine their convergence or divergence.
Term CRN Dates Campus Instructor
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Page Update March 27, 2017 12:27 PM