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Calculus (5cr)

Code: TI00EB46-3004

General information


Enrollment
08.04.2024 - 21.04.2024
Registration for the implementation has ended.
Timing
02.09.2024 - 13.12.2024
Implementation has ended.
Number of ECTS credits allocated
5 cr
Local portion
5 cr
Mode of delivery
Contact learning
Unit
Department of Information Technology
Campus
Kotka Campus
Teaching languages
Finnish
Seats
10 - 40
Degree programmes
Degree Programme in Cyber Security
Teachers
Tiina Kettunen
Groups
KTKT23SP
Cybersecurity, full-time studies
Course
TI00EB46

Realization has 9 reservations. Total duration of reservations is 31 h 15 min.

Time Topic Location
Tue 08.10.2024 time 12:30 - 16:00
(3 h 30 min)
Differentiaali- ja integraalilaskenta TI00EB46-3004
B2009 Teoria/Tutoriaalitila (36)
Tue 15.10.2024 time 12:30 - 16:00
(3 h 30 min)
Välikoe 1 / Differentiaali- ja integraalilaskenta TI00EB46-3004
A3007 Yleisopetustila (30p)
Tue 29.10.2024 time 12:45 - 16:00
(3 h 15 min)
Differentiaali- ja integraalilaskenta TI00EB46-3004
A3006 Yleisopetustila, karttapöydät (60)
Tue 05.11.2024 time 12:30 - 16:00
(3 h 30 min)
Differentiaali- ja integraalilaskenta TI00EB46-3004
A3007 Yleisopetustila (30p)
Tue 12.11.2024 time 12:30 - 16:00
(3 h 30 min)
Differentiaali- ja integraalilaskenta TI00EB46-3004
A3007 Yleisopetustila (30p)
Tue 19.11.2024 time 12:30 - 16:00
(3 h 30 min)
Differentiaali- ja integraalilaskenta TI00EB46-3004
A3007 Yleisopetustila (30p)
Tue 26.11.2024 time 12:30 - 16:00
(3 h 30 min)
Differentiaali- ja integraalilaskenta TI00EB46-3004
A3007 Yleisopetustila (30p)
Tue 03.12.2024 time 12:30 - 16:00
(3 h 30 min)
Differentiaali- ja integraalilaskenta TI00EB46-3004
A3007 Yleisopetustila (30p)
Wed 11.12.2024 time 12:30 - 16:00
(3 h 30 min)
Välikoe 2 tai tentti / Differentiaali- ja integraalilaskenta TI00EB46-3004
A3007 Yleisopetustila (30p)
Changes to reservations may be possible.

Objective

You know the basic concepts of calculus.
You are able to differentiate and integrate different kinds of functions using various methods.
You are able to apply calculus in engineering tasks.

Content

How are real numbers defined and equations and inequalities solved?
How are plane curves determined, and what are the basic elementary (real) functions and their properties?
What does the convergence of (real) sequences and series mean and how are sequences and series applied in engineering tasks?
How are the derivative, integral function and definite integral defined and what differentiation and integration methods are there?
How are functions of multiple variables differentiated?
How are differentiation and integration applied in engineering tasks?

Evaluation

Students are able to
a. use professional vocabulary systematically.
c. identify interrelated tasks.
e. use the key models, methods, software and techniques of the professional field.

Course material

Learn-alustalla ilmoitettu oppimateriaali.

Study forms and methods

Kurssin toteutustavat ja arviointi ilmoitetaan Learn-alustalla.

RDI and work-related cooperation

Opintojaksoon ei sisälly TKI- ja työelämäyhteistyötä.

Timing of exams and assignments

Kurssilla hyväksyttävästi suoritettavat välikokeet tai tentti.

International cooperation

Opintojaksoon ei sisälly kansainvälistä yhteistyötä.

Student workload

5 op

Evaluation scale

1-5

Assessment methods and criteria

Hyväksyttävästi suoritettavat laskuharjoitukset ja tentti tai pelkkä tentti.

Qualifications

A basic knowledge of number systems, logic, sets and Boolean algebras are required.

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