Mathematics of Surveying and Mapping
7.5 ECTS credits- Basic trigonometry.
- Derivatives of elementary functions and differentiation rules for sums, products, quotients, and composite functions.
- Interpretation of first and second-order derivatives.
- Partial derivatives.
- Sum and integral notation.
- Introductory probability theory, descriptive statistics, various measures of location, spread, and dependence, linear regression, and some common distributions (e.g., the normal distribution).
- Matrices and matrix inverses.
- Derivatives of elementary functions and differentiation rules for sums, products, quotients, and composite functions.
- Interpretation of first and second-order derivatives.
- Partial derivatives.
- Sum and integral notation.
- Introductory probability theory, descriptive statistics, various measures of location, spread, and dependence, linear regression, and some common distributions (e.g., the normal distribution).
- Matrices and matrix inverses.
Progressive specialisation:
G1N (has only upper‐secondary level entry requirements)
Education level:
Undergraduate level
Admission requirements
General admission requirements and upper secondary level Mathematics 3, or equivalent
Selection:
Selection is usually based on your grade point average from upper secondary school or the number of credit points from previous university studies, or both.
This course is included in the following programme
- Programme in Surveying and Mapping (studied during year 1)