Course Details

Elementi propedeutici di logica

FA0472

Course
Elementi propedeutici di logica
Code
FA0472
Academic Year
2024/2025
Curriculum Year
2024/2025
Degree Programme
PHARMACY
Curriculum
000 - Generico
Course coordinator
Lecturers
Credits
0
Lecture Hours
8
Scientific Disciplinary Sector (SSD)
MAT/01 - Mathematical Logic
Course Type
Single-subject learning activity
Course Delivery
OPZ - Opzionale
Year
1
Teaching period
Primo Semestre
Campus
NOVARA
Teaching language
Italian
Course Contents
Basic elements of logic and understanding of the text. Reasoning on elementary mathematics topics.

Reference Texts
None
Learning Outcomes
Goal of the lectures is to provide students with the basic logical knowledge needed to follow adequately the courses of the degree in Pharmaceutical Chemistry and Technology and in Pharmacy
Prerequisites
The course is dedicated to students with a low score on the logical reasoning test, but any interested student is welcome to subscribe to the relevant DIR website.
Teaching Methods
Quizzes with complete solutions, online tutorial and online discussion board.
Additional Information
Students with physical disabilities, Learning Disabilities or Special Education Needs can request specific services and tools via the Staff Sviluppo e Coordinamento Carriere e Servizi alle Studentesse e agli Studenti, consulting the University webpage: https://www.uniupo.it/en/services/services-students-physical-or-learning-disabilities
Students with disabilities, learning disabilities or special education needs, once they have contacted the University Staff, can refer to the teacher to define the examination modalities, concerning academic aspects.
Assessment Methods
Online quizzes. 6 questions with 5 answers. 1 point correct answer, 0 no answer, -1/4 wrong answer. Minimum score required 1.
Detailed Syllabus
Translation of language into mathematical formulas.
Necessary and sufficient conditions. Interpretation of various types of graphical representations and tables. Reasoning on concepts of elementary mathematics.
Expected Learning Outcomes
We expect the student to be able to follow in an efficient way the degree courses.
Last update:09-09-2026 00:14:31