Course Details
Mathematics
Academic Year 2025/26
BAA014 course is part of 1 study plan
BPC-APS Winter Semester 1st year
Course Guarantor
Institute
Language of instruction
Czech
Credits
3 credits
Semester
winter
Forms and criteria of assessment
course-unit credit and examination
Offered to foreign students
Not to offer
Course on BUT site
Lecture
13 weeks, 2 hours/week, elective
Syllabus
- 1. Matrices, basic operations.
- 2. Systems of linear algebraic equations, Gauss elimination method.
- 3. Basics of vector algebra, dot, cross, and scalar triple product.
- 4. Functions of one variable. Limit, continuity and derivative of a function.
- 5. Some elementary functions, their properties, approximation by Taylor polynomial.
- 6. Antiderivative and indefinite integral, Newton integral.
- 7. Riemann’s integral and its calculation, some applications in geometry and physics.
- 8. Numeric calculation of a definite integral.
- 9. Two- and more-functions, partial derivative and its use.
- 10. Probability, random variables.
- 11. Numerical characteritics of a random variable.
- 12. Basic distributions.
- 13. Random sampling, statistics
Exercise
13 weeks, 1 hours/week, compulsory
Syllabus
- 1. Matrices, basic operations.
- 2. Systems of linear algebraic equations, Gauss elimination method.
- 3. Basics of vector algebra, dot, cross, and scalar triple product.
- 4. Functions of one variable. Limit, continuity and derivative of a function.
- 5. Some elementary functions, their properties, approximation by Taylor polynomial.
- 6. Antiderivative and indefinite integral, Newton integral.
- 7. Riemann’s integral and its calculation, some applications in geometry and physics.
- 8. Numeric calculation of a definite integral.
- 9. Two- and more-functions, partial derivative and its use.
- 10. Probability, random variables.
- 11. Numerical characteritics of a random variable.
- 12. Basic distributions.
- 13. Random sampling, statistics