Unit PHYSICAL PREVIEW

Course
Food science and technology
Study-unit Code
A001333
Curriculum
In all curricula
Teacher
Keida Kanxheri
Teachers
  • Keida Kanxheri
Hours
  • 9 ore - Keida Kanxheri
CFU
0
Course Regulation
Coorte 2023
Offered
2023/24
Learning activities
A scelta dello studente
Area
A scelta dello studente
Academic discipline
NN
Type of study-unit
Opzionale (Optional)
Type of learning activities
Attività formativa monodisciplinare
Language of instruction
Italian
Contents
Physical quantities and measurement units, with an introduction to simplified formulas.
Fundamentals of algebra, focusing on equations and unknowns.
Basic concepts of Cartesian plane and trigonometry.
Introduction to vectors, including basic concepts, operations, and their applications.
Reference texts
"Fisica Universitaria" of Young and Freedman
Educational objectives
This course focuses on fundamental topics preliminary to the physics course, aiming to highlight the preliminary knowledge necessary for successful university-level study of the subject. Students will acquire essential skills in algebra, trigonometry, and understanding physical quantities, along with a practical introduction to the use of vectors, crucial tools in physics. This course is designed to strengthen students' preparation and ease their transition into university physics.
Prerequisites
Basic knowledge of mathematics, including elementary skills in algebra and geometry. Preliminary familiarity with fundamental mathematical concepts such as equations and functions is recommended.
Teaching methods
Lecture-based teaching
Other information
Educational materials in the form of slides and solved exercises are available on the Unistudium platform
Learning verification modality
None
Extended program
Physical Quantities and Measurement Units: Introduction to fundamental physical quantities, standard units of measurement, scientific notation, basic operations, prefixes, and conversions between different units of measure.

Algebra Concepts: Covers powers, roots, solutions to first and second degree equations, inequalities, and equation systems.

Geometry: Discusses angles, properties of triangles, Cartesian systems, area and volume of common plane and solid figures.

Mathematical Analysis: Introduces elementary functions such as polynomials, trigonometric functions, logarithms, and derivatives and integrals of simple functions with graphical interpretation.

Vectors: Discussion of scalar and vector quantities, geometric and Cartesian representation of vectors, operations with vectors including addition, subtraction, scalar and vector products.
Condividi su