IM-1-017

• Industrial management 2005 (native finnish speaking students) - Mathematics
• Industrial management 2005 (native swedish speaking students) - Mathematics
• Industrial management 2005 (international students) - Mathematics
• Industrial management 2006 (native finnish speaking students) - Mathematics
• Industrial management 2006 (native swedish speaking students) - Mathematics
• Industrial management 2006 (international students) - Mathematics
• International business 2004 (international students) - Information management and analysis
• International business 2004 (native finnish speaking students) - Information management and analysis
• International business 2004 (native swedish speaking students) - Information management and analysis
• Plastics technology 2007 (international students) - Matematik
• Plastics technology 2007 (native finnish speaking students) - Matematik
• Plastics technology 2007 (native swedish speaking students) - Matematik
• Plastics technology 2008 (native finnish speaking students) - Matematik
• Plastics technology 2008 (native swedish speaking students) - Matematik
• Process- och materialteknik 2014 - Grundstudier
• Process- och materialteknik 2015 - Grundstudier
• Process- och materialteknik 2016 - Matematik och mekanik
• Materials processing technology (swe) 2017 - Matematik och mekanik
• Materials processing technology 2014 - Grundstudier
• Materials processing technology 2015 - Grundstudier
• Materials processing technology 2016 - Matematik och mekanik
• Materials processing technology 2017 - Matematik och mekanik

Engelska

Obligatorisk

Yrkeshögskoleexamen

2

5 sp

This course provides a basic introduction to
statistics and probability covering sampling and
simple statistical measures. The aim is to acquire
and apply skills relating to the interpretation and
presentation of data and to introduce the concept
of probability and statistical inference.

On successful completion of this course, students
should be able to:
-Formulate problems in statistical terms.
-Select and apply an appropriate model.
-Interpret and communicate results.

• Statistics: Basic concepts
• Measures of the center of a set of observations
• Measures of Dispersion
• Probability: Sample Space and Events
• Definition and properties of Probability
• Combinatorics
• Conditional Probability/ Independent events
• Bayes Theorem
• Random Variables
• Distribution Functions
• Discrete and Continuous Random Variables
• Mathematical Expectation
• Binomial Random Point Function
• Poisson Function
• Exponential Probability function
• Normal Probability function
• Regression

Algebra och trigonometri
Differential- och integralkalkyl

• Föreläsningar - 80 timmar
• Individuell handledning och grupphandledning - 48 timmar
• Exams - 4 timmar

• Kursens totala antal arbetstimmar: 132 timmar
• Varav självstyrda studieformer: 132 timmar
• Varav schemalagda studier: 0 timmar

Närundervisning

Tentamina (skriftliga-, muntliga-, hem-)

Herrman Rene

Herrmann Rene

https://arcada.itslearning.com/ Extern länk

Ingen begränsning

12 månader efter kursens slutdatum

Tentdatum meddelas senare - Tentamina