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What are Browns Second Semester Calculus Courses (Math 10, Math 17 and Math 19)?

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What are Browns Second Semester Calculus Courses (Math 10, Math 17 and Math 19)?

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Math 10 Math 10 is the second semester of the introductory calculus sequence. It covers techniques of integration and applications of integration, sequences and series including Taylor series and power series, parametric curves, polar coordinates and first order differential equations. Math 17 Math 17 is for students who have the equivalent of a one-year AB calculus AP course. It treats in more detail the topics of Math 10, assuming that students already have studied integration and its applications. Math 19 Math 19 is a version of Math 17 especially suited for students of engineering and physics. It has an additional weekly problem session devoted to applied problems. • What are Brown’s Third Semester Calculus Courses (Math 18, Math 20, and Math 35)? There are three distinct third-semester calculus courses at Brown: Math 18, 20 and 35. All three courses cover functions of two and three variables, partial derivatives, maxima and minima, gradients, space curves, multiple integrals, calc

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Math 10 Math 10 is the second semester of the introductory calculus sequence. It covers techniques of integration and applications of integration, sequences and series including Taylor series and power series, parametric curves, polar coordinates and first (and some second) order differential equations. Math 17 Math 17 is for students who have the equivalent of a one-year AB calculus AP course. It treats in more detail the topics of Math 10, assuming that students already have studied integration and its applications. Math 19 Math 19 is a version of Math 17 especially suited for students of engineering and physics. It has an additional weekly problem session devoted to applied problems. • What are Brown’s Third Semester Calculus Courses (Math 18, Math 20, and Math 35)? There are three distinct third-semester calculus courses at Brown: Math 18, 20 and 35. All three courses cover functions of two and three variables, partial derivatives, maxima and minima, gradients, space curves, multip

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