Università Roma Tre

Program with reference to the book adopted
Chapter 1: Real numbers; the notion of function
Chapter 4: Vector spaces
Chapter 2: Matrices and determinants
Chapter 3: Systems of linear equations
Chapter 5: Limits of sequences
Chapter 6: Limits of functions; the notion of continuous function.
Chapter 7: Notable theorems for continuous functions; Bolzano-Weierstrass theorem.
Chapter 9: Derivatives; rules for derivation; the geometric meaning of the derivative.
Chapter 10: Study of functions using derivatives
Chapter 11: Functions of several variables.
Chapter 12: Definite integral.
Chapter 13: Indefinite integrals. The fundamental theorem of integral calculus. Integration rules.

MARCELLINI P., SBORDONE C., ELEMENTI DI CALCOLO [ED. LIGUORI ]