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MATH M209: Technical Calculus II
3.00 Credits
Indiana University-South Bend
P: C- or higher in MATH-M 208, or C- or higher in MATH-M215. This is the second semester of differential and integral calculus for today's technology students. It covers application of the integral, limit techniques, integration techniques, infinite series, differential equations, and the Laplace transform. The approach is semi-rigorous with emphasis on the applications of calculus to technology. Credit given for only one of the following: MATH-M 209, MATH-M 120, MATH-M 216. I, II
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MATH M209 - Technical Calculus II
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MATH M215: Analytic Geometry And Calculus I
5.00 Credits
Indiana University-South Bend
P: C- or higher in MATH-M 115, or C- orhigher in both MATH-M 125 and MATH-M 126 or Level 6 on mathematics placement examination. Functions, limits, continuity, derivative, definite integral, applications, exponential and logarithmic functions. Credit given for only one of the following: MATH-M 119, MATH-M 208, MATH-M 215. I, II, S
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MATH M215 - Analytic Geometry And Calculus I
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MATH M216: Analytic Geometryand Calculus II
5.00 Credits
Indiana University-South Bend
P: C- or higher in MATH-M 211, or C- orhigher in MATH-M 215. Definite integral, applications, L'Hospital' s Role, techniques of integration,limits of sequence, infinite series, polar coordinates. Credit given for only one of the following: MATHM 209, MATH-M 120, MATH-M 216. I, II, S
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MATH M216 - Analytic Geometryand Calculus II
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MATH M260: Combinatorial Countingand Probability
2.00 Credits
Indiana University-South Bend
P: One of the following; MATH-M 208, MATH-M 215, or MATH-M 211. Permutations, combinations, counting principles, tree diagrams, binomial theorem, statistical experiments, conditional probability, independent events, random variables, probability density, cumulative distribution, expected values, standard deviations, binomial, Poisson, normal distribution, and the central limit theorem. Credit not given for both MATH-M 260 and MATH-M 365. I
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MATH M260 - Combinatorial Countingand Probability
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MATH M261: Statistical Inferences
2.00 Credits
Indiana University-South Bend
P: MATH-M 260. Estimates for population parameters, estimation judged by unbiasedness and mean square error, t-distribution, chi-square distribution, philosIU
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MATH M261 - Statistical Inferences
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MATH M301: Linear Algebra And Applications
3.00 - 4.00 Credits
Indiana University-South Bend
P: MATH-M 208, MATH-M 211, MATH-M 215, or consent of instructor. Systems of linear equations, the vector space Rn, abstract vector spaces, linear dependence, bases, linear transformations, matrices, eigenvalues and eigenvectors, applications. I, II
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MATH M301 - Linear Algebra And Applications
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MATH M311: Calculus III
5.00 Credits
Indiana University-South Bend
P: MATH-M 212, MATH-M 216, or consent of instructor. R: MATH-M 301. Solid analytic geometry, functions of several variables, partial differentiation, multiple integration, vector fields, line and surface integrals, Stokes' and Green's theorems. I
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MATH M311 - Calculus III
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MATH M325: Topics Course: Problem- Solving Seminar in Actuarial Science
1.00 - 3.00 Credits
Indiana University-South Bend
P: MATH-M 215, or consent of instructor. Aproblem-solving seminar to prepare students for the actuarial examinations. May be repeated up to three times for credit. II
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MATH M325 - Topics Course: Problem- Solving Seminar in Actuarial Science
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MATH M343: Introduction to Differential Equations With Applications I
3.00 Credits
Indiana University-South Bend
P: MATH-M 212 or MATH-M 216. Ordinary differential equations and methods for their solution, including series methods and the Laplace transform. Applications of differential equations. Systems, stability, and numerical methods. Partial differential equations of mathematical physics, Fourier series. I
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MATH M343 - Introduction to Differential Equations With Applications I
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MATH M344: Introduction to Differential Equations With Applications II
3.00 Credits
Indiana University-South Bend
P: MATH-M 311 and MATH-M 343. Partial differential equations of physics, Fourier series, the Fourier method, boundary value problems, Sturm-Liouville problems, Fourier integrals, Bessel functions. II (odd years)
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MATH M344 - Introduction to Differential Equations With Applications II
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