Term		No.		Topics Covered		Exam		Solutions
10S		Ex1		L'Hopital's Rule, improper integrals, infinite series, power series
10S		Ex2		Taylor polynomials, Vectors, vector products, lines, planes, space curves, motion in 3-space
10S		Ex3		space curves, motion in 3-space, differential calculus for functions of two (or more) variables, optimization
10S		Fin		Cumulative
09S		Ex1		L'Hopital's Rule, improper integrals, infinite series, power series
09S		Ex2		Power series, Taylor polynomials, vectors, vector products, lines, planes, space curves, motion in space
09S		Ex3		Motion in 3-space, Differential calculus for functions of two (or more) variables, optimization
08S		Ex1		L'Hopital's Rule, improper integrals, infinite series, power series, Taylor Polynomials
08S		Ex2		Vectors, lines, planes, space curves, motion in space, functions of two variables (domain, range, graph, level curves), partial derivatives
08S		Ex3		Differential calculus for functions of two (or more) variables, optimization, double integrals, iterated integrals
08S		Fin		Cumulative (Ex1-3)
07S		Ex1		L'Hopital's Rule, improper integrals, infinite series, power series, Taylor Polynomials
07S		Ex2		Vectors, lines, planes, space curves, motion in space, functions of two variables (domain, range, graph, level curves), partial derivatives
07S		Ex3		Differential calculus for functions of two (or more) variables, optimization, double integrals, iterated integrals
07S		Fin		Cumulative (Ex1-3)
06S		Ex1		L'Hopital's Rule, improper integrals, vectors, lines, planes, space curves, motion in space
06S		Ex2		Sequences, infinite series, convergence tests, power series, Taylor polynomials
06S		Ex3		Partial derivatives, directional derivatives, extreme values, double integrals, iterated integrals
06S		Fin		Cumulative (Ex1-3); double integrals
04S		Ex1		Sequences, infinite series, convergence tests, power series, Taylor polynomials
04S		Ex2		Vectors, dot & cross products, lines, planes, space curves, motion in space, graphs of z = f(x,y)
04S		Ex3		Partial derivatives, directional derivatives, extreme values, double integrals, iterated integrals
04S		Fin		Cumulative (Ex1-3); double integrals
03S		Ex1		Infinite series, power series, Taylor series
03S		Ex2		Vectors, lines, planes, parametric curves
03S		Ex3		Multivariable functions, surfaces, derivatives, extreme values
03S		Fin		Cumulative (Ex1-3); double integrals
02S		Ex1		Infinite series, power series, Taylor series
02S		Ex2		Vectors, parametric curves
02S		Ex3		Functions of 2-3 variables, surfaces, tangent planes
02S		Fin		Cumulative (Ex1-3); double integrals
01S		Ex1		Infinite series, power series
01S		Ex2		Taylor series, vectors, lines and planes
01S		Ex3		Vector functions, functions of several variables
01S		Ex4		Functions of several variables, derivatives, optimization
01S		Fin		Cumulative; see Ex1-4