Course details
Calculus with MAPLE
0MV FSI 0MV Acad. year 2020/2021 Summer semester 2 credits
The course deals with the computational system Maple for Symbolic Computation in Calculus, Combinatorics, Linear Algebra, Numerical Analysis and other parts of Mathematics. The subject matter consists of orientation in Maple environment, basic commands, programming, working with packages and solving particular mathematical problems and applications in physics and engineering.
Guarantor
Language of instruction
Completion
Time span
- 26 hrs exercises
Department
Instructor
Subject specific learning outcomes and competences
Students will gain knowledge of basic Maple commands, Maple structure, Input, Output and interaction with other products. Students will master solving mathematical and engineering problems in this computational environment.
Learning objectives
The aim of the course is to familiarise students with the computational system Maple, which is a powerful tool for solving mathematical and engineering problems. The course aims to guide students to the ability of an independent work in the Maple environment so as they could deepen their knowledge depending on their individual needs. Moreover, students will learn to analyze and solve some practical problems in single-handed projects.
Prerequisite knowledge and skills
Students are expected to have the knowledge of mathematics at the secondary school level, basics of PC computing skills.
Study literature
- Buchar, J.: Úvod do programového souboru MAPLE V, , 0
- www.maplesoft.com, Maplesoft, a division of Waterloo Maple Inc., dokumentace.
Syllabus of numerical exercises
Classwork is realized as a discussion between the lecturer and students.
1. Introduction to Maple.
2. Factorization and solving equations, function behaviour.
3. Graphics, animations.
4. Maple basic programming.
5. Packages, application in physics.
6. Object inserting, Spreadsheet manipulation.
7. Code edit region, application in physics.
8. Components, application development I.
9. Components, application development II.
10. Solving of mathematical problems I.
11. Solving of mathematical problems II.
12. Maplet.
13. Project development.
Recommended optional programme components
- - -
Progress assessment
A credit can be earned on the basis of successfully solved individual tasks and active exercise attendance.
Teaching methods and criteria
The course takes place in the computer lab. Lectures are focused on practical exercises in the Maple environment.
Controlled instruction
Students are required to complete the assigned tasks.
How to contact the teacher
In exercise and in office hours.
Course inclusion in study plans