Acquire the basic knowledge of mathematics necessary to identify the strategies useful for solving simple problems related to the profession and to understand the basic physical and chemical laws related to the course of study undertaken.
Course Prerequisites
Mathematics knowledge related to the training path provided in the second grade primary school. The main contents of the course correspond to the basic knowledge required by the secondary school ministerial programs.
Teaching Methods
The course consists of frontal lessons.
Assessment Methods (2)
Prova scritta (33 piccoli esercizi raggruppati per argomento, da svolgere senza l’ausilio della calcolatrice) Per la prova sono previsti 60 minuti. I quesiti saranno inerenti al programma dell'insegnamento per definire la conoscenza e capacità di comprensione ed apprendimento (50%), e la capacità di applicare conoscenza e comprensione (50%).
Prova scritta (33 piccoli esercizi raggruppati per argomento, da svolgere senza l’ausilio della calcolatrice) Per la prova sono previsti 60 minuti. I quesiti saranno inerenti al programma dell'insegnamento per definire la conoscenza e capacità di comprensione ed apprendimento (50%), e la capacità di applicare conoscenza e comprensione (50%).
Contents
Elevation to power and power properties. Exponential notation. Order of magnitude. Expressions with powers. Proportions. Percentages. Monomials, polynomials, remarkable products. Functions. Grade I and II equations. The Cartesian plane. Distance between two points. Equation of the straight line in explicit form. Straight line representation of its equation, angular coefficient and known term. Straight line equation passing through two points. Elements of trigonometry: radiant and sexagesimal angles, goniometric circumference, sine, cosine, tangent and cotangent, graphic representation, addition formulas, subtraction formulas. Elements of trigonometry: duplication formulas, fundamental goniometric equations. Goniometry exercises, trigonometry exercises. Vectors. Exercises on goniometry and trigonometry, goniometric functions. Dot product, cross product. Complex numbers. Operations with complex numbers: sum, subtraction, product, inverse. Conjugated complex. Cartesian, trigonometric, exponential form. Derivatives (outline). Integrals (outline).
