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Etusivu > Ajankohtaiset koulutukset > Information Technology (IT) > 2015 > Vuosi 2 > Statistics and Probability Studies (IITA0403)

Statistics and Probability Studies

Rakennetyyppi: Opintojakso
Koodi: IITA0403
Tyyppi: Pakollinen / Ammattiopinnot
OPS: IT 2015
Taso: Insinööri (AMK)
Opiskeluvuosi: 2 (2016-2017)
Laajuus: 2 op
Vastuuopettaja: Mäkelä, Jarmo
Opetuskieli: Englanti

Toteutukset lukuvuonna 2016-2017

Tot.Ryhmä(t)OpiskeluaikaOpettaja(t)KieliIlmoittautuminen
6I-IT-2N9.1.2017 – 5.3.2017Kerstin SiegfridsEnglanti12.12.2016 – 16.1.2017

Osaamistavoitteet

During this course a student learns the basics of the theory of probability and statistics. In the theory of probability she learns the precise meaning of the concept of probability, and to calculate probabilities from the given data. She also learns the most important probability distributions, especially the normal distribution. In statistics she learns to interpret statistical data, and to calculate the values of certain statistical variables characterizing the data.

Opiskelijan työmäärä

The total amount of student's work is 54 h, containing 28 h of scheduled contact studies.

Sisältö

How to collect, treat, present and draw deductions from statistical data. Calculation of indices. Rules of probability and probability distributions. Regression analysis and correlation coefficients. Applications specific to degree programme.

Opiskelumateriaali

Croft, Davison & Hargreaves: "Engineering mathematics", Addison-Wesley.

Opetusmuoto / Opetusmenetelmät

See the description of "Analysis".

Arviointikriteerit

Grade 1: The student knows those subjects of the course, which are necessary for the forthcoming studies and working life.
Grade 3: The student is well-abled to utilize the course contents.
Grade 5: The student is able to apply creatively the course contents.

Arviointimenetelmät

Exercises and an examination. The student is required to perform at least one quarter of the homework exercises. All the given computer-related exercises must be handed in by the end of the course.


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