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MA 17300 - Calculus And Analytic Geometry II |

Credit Hours: 5.00. Calculus of transcendental functions, techniques of integration, conic sections, polar coordinates, parametric equations, infinite series. Admission restricted to those who have established credit in Calculus I. Typically offered Fall.
0.000 OR 5.000 Credit hours Syllabus Available Levels: Undergraduate, Graduate, Professional Schedule Types: Distance Learning, Lecture, Recitation Offered By: College of Science
Department: Mathematics
Course Attributes: Lower Division, GTC-Quantitative Reasoning, UC-Quantitative Reasoning May be offered at any of the following campuses: West Lafayette Learning Outcomes: 1. Apply techniques of integration (integration by parts, trigonometric substitution and partial fractions) to compute areas of planar regions, volumes of solids or revolution and areas of surfaces of revolution, work, moments and centers of mass of homogeneous laminas. 2. Apply tests of absolute convergence of series to find the interval of convergence of some power series. 3. Find the Taylor and Maclaurin series of some exponential, rational and trigonometric functions. 4. Use polar coordinates to make it possible to sketch the graphs of some curves. 5. Understand the definition of a Riemann sum, and should be able to apply elementary approximation methods of integration. Prerequisites: Undergraduate level MA 16100 Minimum Grade of C- or Undergraduate level MA 16300 Minimum Grade of C- or Undergraduate level MA 16500 Minimum Grade of C- or Undergraduate level MA 16700 Minimum Grade of C- or (Undergraduate level MA 22300 Minimum Grade of C- and Undergraduate level MA 22400 Minimum Grade of C-) or ( (Undergraduate level MA 23100 Minimum Grade of C- or Undergraduate level MA 16010 Minimum Grade of C-) and (Undergraduate level MA 23200 Minimum Grade of C- or Undergraduate level MA 16020 Minimum Grade of C-) ) |

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