# Course Details

#### Name:

**Analisi Matematica A mod. I / Mathematical Analysis A, mod. I**

### Basic information

##### Credits:

*Bachelor Degree in Mathematics:* 6 Ects (a)

##### Degree(s):

Compulsory 1^{st} year Bachelor Degree in Mathematics curriculum Generale

##### Language:

Italian

### Course Objectives

The aim of the course is to provide a knowledge of the differential calculus for functions of a real variable.

### Course Content

- The Real Numbers Systems
- Numerical sequences
- Functions of a real variable
- Limits and continuity
- Differential Calculus

### Learning Outcomes (Dublin Descriptors)

On successful completion of this course, the student should

- Have profound knowledge of the basic theory of differential calculus for functions of a real variable. Understand the fundamental concepts of the basic theory for functions of a real variable and their connections and be aware of potential applications in other fields.
- Have knowledge and understanding of differential calculus for functions of a real variable.
- Demostrate skill in mathematical reasoning and ability to conceive a proof.
- Understand and explain the meaning of complex statements using mathematical notation and language.
- Demonstrate capacity for reading and understand other texts on related topics.

### Teaching Methods

**Language**: Italian

Lectures and exercises

### Assessment Methods and Criteria

Written and Oral exam (Mathematical Analysis A)

### Textbooks

- Giusti ,
**Analisi Matematica I**. Boringhieri ed. * *
- Acerbi, Buttazzo,
**Primo Corso di Analisi Matematica**. Pitagora ed. * *

### Course page updates

This course page is available (with possible updates) also for the following academic years:

*Course information last updated on: 28 settembre 2018, 09:25*