Term		No.		Topics Covered		Exam		Solutions
10F		Ex1		Precalculus, limits, continuity, definition of derivative, the derivative function, the tangent line
10F		Ex2		Differentiation rules, product & quotient rules, chain rule, implicit differentiation, inverse functions, extreme values, first and second derivative tests, curve sketching, optimization
10F		Ex3		Antiderivatives, rectilinear motion, definite & indefinite integrals, Fundamental Theorem, integration techniques, applications of the definite integral
10F		Fin		Cumulative (Ex1-3)
09F		Ex1		Precalculus topics
09F		Ex2		Limits, continuity, definition of derivative, rules for polynomials and exponentials
09F		Ex3		Product & quotient rule, chain rule, implicit differentiation, inverse functions, extreme values, first and second derivative tests, curve sketching, optimization
09F		Ex4		Antiderivatives, rectilinear motion, definite & indefinite integrals, Fundamental Theorem, integration techniques
09F		Fin		Cumulative (Ex1-4)
08F		Ex1		Precalculus topics
08F		Ex2		Limits, continuity, definition of derivative, rules for polynomials and exponentials
08F		Ex3		Product & quotient rule, chain rule, implicit differentiation, inverse functions, extreme values, first and second derivative tests, curve sketching, optimization
08F		Ex4		Antiderivatives, rectilinear motion, definite & indefinite integrals, Fundamental Theorem, integration techniques
08F		Fin		Cumulative (Ex1-4)
07F		Ex1		Precalculus topics
07F		Ex2		Limits, continuity, definition of derivative, rules for polynomials and exponentials
07F		Ex3		Product & quotient rule, chain rule, implicit differentiation, inverse functions, extreme values, first and second derivative tests, curve sketching, optimization
07F		Ex4		Antiderivatives, rectilinear motion, definite & indefinite integrals, Fundamental Theorem, integration techniques
07F		Fin		Cumulative (Ex1-4)
06F		Ex1		Precalculus topics
06F		Ex2		Limits, continuity, definition of derivative, rules for polynomials and exponentials, product and quotient rules
06F		Ex3		Chain rule, implicit differentiation, inverse functions, extreme values, first and second derivative tests, curve sketching, optimization
06F		Ex4		Antiderivatives, rectilinear motion, definite & indefinite integrals, Fundamental Theorem, integration techniques
06F		Fin		Cumulative (Ex1-4)
05F		Ex1		Precalculus topics
05F		Ex2		Limits, continuity, asymptotes, definition of derivative
05F		Ex3		Differentiation rules, chain rule, extreme values, curve sketching, rectilinear motion
05F		Ex4		Definite integrals, Fundamental Theorem, integration techniques
05F		Fin		Cumulative (Ex1-4)
04F		Ex1		Precalculus topics
04F		Ex2		Limits, continuity, asymptotes, definition of derivative
04F		Ex3		Differentiation rules, chain rule, extreme values, curve sketching, optimization
04F		Ex4		Definite integrals, Fundamental Theorem, integration techniques
04F		Fin		Cumulative (Ex1-4)
03F		Ex1		Limits, continuity, definition of derivative, rules for polynomials
03F		Ex2		Differentiation rules, chain rule, inverse functions, extreme values
03F		Ex3		Curve sketching, optimization, indeterminant forms, definite integrals, Fundamental Thm
03F		Ex4		Integration techniques, improper integrals, areas, separable equations
03F		Fin		Cumulative (Ex1-4)
02F	Ex1	Functions, limits, derivatives, differentiation rules
02F	Ex2	Implicit differentiation, derivatives of inverse functions, curve sketching, optimization
02F	Ex3	L'Hospital's rule, antiderivatives, definite integrals, Fundamental Theorem, improper integrals
02F	Fin	Cumulative (Ex1-3); areas, separable differential equations
01F	Ex1	Functions, limits, derivatives
01F	Ex2	Differentiation rules, the tangent line
01F	Ex3	Optimization, curve sketching, L'Hospital's rule
01F	Ex4	Definite integrals, Fund. Theorem, improper integrals
01F	Fin	Cumulative (Ex1-4); volumes of revolution