View courses by:
Faculty Subject Area Cycle (Bachelor / Master) Semester (Autumn/Spring)
| Field | Work language | Acad. cycle | ECTS credits | Semester | Course code |
|---|---|---|---|---|---|
| Mathematics | LV ENG | Bachelor | 4,5 | Spring | MatePA06 |
Acquire basics of calculus:
• the concept of a set, properties of the real numbers' set; the concept of function, its domain and set of values, continuity of function, derivative of function, differential; analysing functions using derivatives;
• basics of multivariable functions: limits, continuity
• partial derivatives, partial and total differentials.
The courses consist from two parts. In the first part are considering notion of function, the domain definition and value of function, monotonous, parity and periodic as well as elementary functions. Is considering the limit and continuity of function in the point and differential calculus, the formula of Taylor and using differential calculus in the investigation of function. In the second part of course are considering the differential calculus of two argument function and its applying calculation extreme and conditional extreme
The students will know the basic concept of function: the domain of definition and value of function, monotonous, parity and periodic as well as elementary functions, the limit and continuity of function in the point. The students will acquire skills differential calculus and will be able to use differential calculus in the investigation of function.
The students will know the basic concept of two variable function and partial differential calculus and its applying calculation extreme and conditional extreme.
Students have to understand the concepts of the function limit and continuity. It is necessary to acquire the basic issues of differential calculus and to use differential calculus when studying functions. It is necessary to fulfil all the tasks and to participate in seminars within the semester.
View courses by:
Faculty Subject Area Cycle (Bachelor / Master) Semester (Autumn/Spring)
| Field | Work language | Acad. cycle | ECTS credits | Semester | Course code |
|---|---|---|---|---|---|
| Mathematics | LV ENG | Bachelor | 4,5 | Spring | MatePA06 |
Acquire basics of calculus:
• the concept of a set, properties of the real numbers' set; the concept of function, its domain and set of values, continuity of function, derivative of function, differential; analysing functions using derivatives;
• basics of multivariable functions: limits, continuity
• partial derivatives, partial and total differentials.
The courses consist from two parts. In the first part are considering notion of function, the domain definition and value of function, monotonous, parity and periodic as well as elementary functions. Is considering the limit and continuity of function in the point and differential calculus, the formula of Taylor and using differential calculus in the investigation of function. In the second part of course are considering the differential calculus of two argument function and its applying calculation extreme and conditional extreme
The students will know the basic concept of function: the domain of definition and value of function, monotonous, parity and periodic as well as elementary functions, the limit and continuity of function in the point. The students will acquire skills differential calculus and will be able to use differential calculus in the investigation of function.
The students will know the basic concept of two variable function and partial differential calculus and its applying calculation extreme and conditional extreme.
Students have to understand the concepts of the function limit and continuity. It is necessary to acquire the basic issues of differential calculus and to use differential calculus when studying functions. It is necessary to fulfil all the tasks and to participate in seminars within the semester.
View courses by:
Faculty Subject Area Cycle (Bachelor / Master) Semester (Autumn/Spring)
| Field | Work language | Acad. cycle | ECTS credits | Semester | Course code |
|---|---|---|---|---|---|
| Mathematics | LV ENG | Bachelor | 4,5 | Spring | MatePA06 |
Acquire basics of calculus:
• the concept of a set, properties of the real numbers' set; the concept of function, its domain and set of values, continuity of function, derivative of function, differential; analysing functions using derivatives;
• basics of multivariable functions: limits, continuity
• partial derivatives, partial and total differentials.
The courses consist from two parts. In the first part are considering notion of function, the domain definition and value of function, monotonous, parity and periodic as well as elementary functions. Is considering the limit and continuity of function in the point and differential calculus, the formula of Taylor and using differential calculus in the investigation of function. In the second part of course are considering the differential calculus of two argument function and its applying calculation extreme and conditional extreme
The students will know the basic concept of function: the domain of definition and value of function, monotonous, parity and periodic as well as elementary functions, the limit and continuity of function in the point. The students will acquire skills differential calculus and will be able to use differential calculus in the investigation of function.
The students will know the basic concept of two variable function and partial differential calculus and its applying calculation extreme and conditional extreme.
Students have to understand the concepts of the function limit and continuity. It is necessary to acquire the basic issues of differential calculus and to use differential calculus when studying functions. It is necessary to fulfil all the tasks and to participate in seminars within the semester.
View courses by:
Faculty Subject Area Cycle (Bachelor / Master) Semester (Autumn/Spring)
| Field | Work language | Acad. cycle | ECTS credits | Semester | Course code |
|---|---|---|---|---|---|
| Mathematics | LV ENG | Bachelor | 4,5 | Spring | MatePA06 |
Acquire basics of calculus:
• the concept of a set, properties of the real numbers' set; the concept of function, its domain and set of values, continuity of function, derivative of function, differential; analysing functions using derivatives;
• basics of multivariable functions: limits, continuity
• partial derivatives, partial and total differentials.
The courses consist from two parts. In the first part are considering notion of function, the domain definition and value of function, monotonous, parity and periodic as well as elementary functions. Is considering the limit and continuity of function in the point and differential calculus, the formula of Taylor and using differential calculus in the investigation of function. In the second part of course are considering the differential calculus of two argument function and its applying calculation extreme and conditional extreme
The students will know the basic concept of function: the domain of definition and value of function, monotonous, parity and periodic as well as elementary functions, the limit and continuity of function in the point. The students will acquire skills differential calculus and will be able to use differential calculus in the investigation of function.
The students will know the basic concept of two variable function and partial differential calculus and its applying calculation extreme and conditional extreme.
Students have to understand the concepts of the function limit and continuity. It is necessary to acquire the basic issues of differential calculus and to use differential calculus when studying functions. It is necessary to fulfil all the tasks and to participate in seminars within the semester.
View courses by:
Faculty Subject Area Cycle (Bachelor / Master) Semester (Autumn/Spring)
| Field | Work language | Acad. cycle | ECTS credits | Semester | Course code |
|---|---|---|---|---|---|
| Mathematics | LV ENG | Bachelor | 4,5 | Spring | MatePA06 |
Acquire basics of calculus:
• the concept of a set, properties of the real numbers' set; the concept of function, its domain and set of values, continuity of function, derivative of function, differential; analysing functions using derivatives;
• basics of multivariable functions: limits, continuity
• partial derivatives, partial and total differentials.
The courses consist from two parts. In the first part are considering notion of function, the domain definition and value of function, monotonous, parity and periodic as well as elementary functions. Is considering the limit and continuity of function in the point and differential calculus, the formula of Taylor and using differential calculus in the investigation of function. In the second part of course are considering the differential calculus of two argument function and its applying calculation extreme and conditional extreme
The students will know the basic concept of function: the domain of definition and value of function, monotonous, parity and periodic as well as elementary functions, the limit and continuity of function in the point. The students will acquire skills differential calculus and will be able to use differential calculus in the investigation of function.
The students will know the basic concept of two variable function and partial differential calculus and its applying calculation extreme and conditional extreme.
Students have to understand the concepts of the function limit and continuity. It is necessary to acquire the basic issues of differential calculus and to use differential calculus when studying functions. It is necessary to fulfil all the tasks and to participate in seminars within the semester.