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| MA 16021 - Applied Calculus II And Differential Equations |
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Credit Hours: 3.00. Techniques of integration and applications to technology problems such as work and fluid pressure; infinite series, convergence tests; differential equations and initial value problems; separable differential equations, second order differential equations; Laplace transform; Fourier series. Typically offered Fall Spring Summer.
3.000 Credit hours Syllabus Available Levels: Undergraduate, Graduate, Professional Schedule Types: Distance Learning, Lecture Offered By: College of Science Department: Mathematics Course Attributes: Credit By Exam, Core Transfer Library, Lower Division, GTC-Quantitative Reasoning, UC-Quantitative Reasoning May be offered at any of the following campuses: Northwest- Hammond West Lafayette Columbus Kokomo New Albany Richmond South Bend Learning Outcomes: 1. Use techniques of integration to find areas between curves. 2. Compute volumes of solids of revolution, work and fluid pressure. 3. Analyze the convergence of infinite series and Taylor series expansions. 4. Solve first order linear initial value problems and separable equations. 5. Solve second order homogeneous differential equations with constant coefficients. 6. Use the Laplace transform to solve non-homogeneous second order equations. 7. Express the Fourier series of a periodic function (without analyzing its convergence). Prerequisites: Undergraduate level MA 16010 Minimum Grade of C- or 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 22100 Minimum Grade of C- or Undergraduate level MA 23100 Minimum Grade of C- |
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