Introductory mathematical course

Assessment
Learning outcomes
Learning outcomes weight
Workload percentage related to specific learning outcome
Contribution of assessment to learning outcomes *

* For each of the learning outcomes it is calculated as a
sum of all distributed assessment points to each learning outcome for every TLA in all of the contributing topics

Workload per learning type related to each of the learning outcomes

There are 73 teaching and learning activities without an assigned learning outcome.

Explain the concept of the derivative of a real function of one real variable and its geometric interpretation
Analyze an elementary function using derivatives and sketch its graph
Apply differential calculus to find local extrema of a function with one variable and inflection points of the function.
Determine the primitive function and apply integral calculus in calculating surface area and volume.
Analyze and solve a problem task in the area of mathematical analysis of the function of one variables
Total LO related workload: 7h 15min (36.4% of total workload)
Create a program solution for a specific mathematical problem and present the solution in written format
Total LO related workload: 12h 40min (63.59% of total workload)
Explain the concept of primitive function and integrals of a function with one variable
Define elementary functions of a real variable, analyze their properties and sketch their graphs.
Explain a concept of a limit and determine standard limits of functions