Statistics WM-MA-Z-STA

mathematics

(in Polish) nie dotyczy

Lecture Estimated student workload participation in classes - 20 h participation in the examination - 2 h consultations with the lecturer - 3 h preparation for classes - 10 h exam preparation - 40 h altogether 75 h, which corresponds to 3 ECTS Exercises Estimated student workload participation in classes - 10 h participation in the assessment - 2 h consultations with the lecturer - 3 h preparation for classes - 10 h preparation for the credit - 25 h total 50 h, which corresponds to 2 ECTS Laboratories participation in classes - 20 h consultations with the tutor - 2 h homework - 33 h preparation for verification - 20 h altogether 75 h, which corresponds to 3 ECTS

elementary

MA1_W01, MA1_W03,MA1_W04, MA1_W05,MA1_W08; MA1_U09, MA1_U11,MA1_U30, MA1_U31,MA1_U32, MA1_U33,MA1_U34, MA1_U35,MA1_U36; MA1_K02;

obligatory

Knowledge of: mathematical analysis I, algebra with geometry I, probability theory I.

In the field of lecture, the student:

W1. has knowledge of the place of statistics in mathematics and its applications (MA1_W01);
W2. has knowledge of the construction and analysis of simple mathematical-statistical models based on basic mathematical theories and their applications in other sciences (MA1_W03);
W3. knows basic theorems of descriptive and mathematical statistics (MA1_W04);
W4. knows examples illustrating basic statistical concepts (MA1_W05);
W5. knows the basics of computational techniques in the area of descriptive and mathematical statistics (MA1_W08)

In the area of exercises and laboratory, the student:
U1. is able to assign appropriate functions with their properties to statistical issues (MA1_U09);
U2. is able to interpret and apply quantitative and graphical methods of presenting data and their interdependencies (MA1_U11);
U3. is able to construct and analyse a mathematical model of a random experiment and uses the concepts of probabilistic and statistical space (MA1_U30);
U4. knows practical applications of basic (discrete and continuous) probability distributions (MA1_U31);
U5. is able to apply the integral p-value and Bayesian formulas (MA1_U32);
U6. is able to estimate the parameters of parametric distributions, also using CLT (MA1_U33);
U7. is able to use statistical population characteristics and their sample equivalents (MA1_U34);
U8. is able to make simple statistical inferences, also using computer tools (MA1_U35);
U9. is able to talk about statistical issues in understandable language (MA1_U36)

and
K1. is prepared to formulate questions to deepen a broader understanding of the problem being solved (MA1_K02).

For all effects, the following assessment criteria are adopted for all forms of verification:

grade 5: fully achieved (no obvious shortcomings)
grade 4.5: achieved almost fully and criteria for awarding a higher grade are not met
grade 4: largely achieved and the criteria for a higher grade are not met
grade3.5: largely achieved -with a clear majority of positives -and the criteria for granting a higher grade are not met
grade 3: achieved for most of the cases covered by the verification and criteria for a higher grade are not met
grade 2: not achieved for most of the cases covered by the verification

Information on level of this course, year of study and semester when the course unit is delivered, types and amount of class hours - can be found in course structure diagrams of apropriate study programmes. This course is related to the following study programmes:

• Mathematics - part-time first-cycle studies

Additional information (registration calendar, class conductors, localization and schedules of classes), might be available in the USOSweb system:

• Description of WM-MA-Z-STA in USOSweb