Technical Differential and Integral CalculusLaajuus (5 cr)
Code: 5N00FY09
Credits
5 op
Objectives
Student
-is able to produce an own solution out of a mathematical specification
-is able to evaluate his/her own mathematical know-how
-understands the concepts of change rate and cumulation
-knows the most common notations and concepts related to derivative and integrals
-is able to apply course contents in technical problem solving
Content
-Concepts of change and change rate
-Derivative function and related notations
-Concept of cumulation, definite integral, area interpretation
-Integral function and related notations
-Connection of derivative and integral function and their role in technical computing
-Numerical differentiation and integration using matematical software
-Concepts and notations of partial derivative and multi-dimensional integrals
Mathematical software is used in technical computing throughout the course.
-Technical computing with mathematical software
Assessment criteria, satisfactory (1-2)
-Knows the taught mathematical basic concepts
-Is able to do given basic level tasks by utilizing the group, if necessary
-Understands and is able to narrate given mathematical text
-Knows some engineering applications of the course contents
Assessment criteria, good (3-4)
-Can handle expressions and equations within the span of course contents
-Can narrate and justify self-produced expressions and equations etc.
-Is mainly able to use mathematical notations and concepts correctly
-Is able to help other members of the group
-Can apply taught concepts in engineering applications
Assessment criteria, excellent (5)
-In addition to aforementioned
*Can apply course contents in technical problem solving – even in new contexts
*Student can present self-written mathematical text clearly, logically and precisely
Enrolment period
22.11.2023 - 10.01.2024
Timing
08.01.2024 - 30.04.2024
Credits
5 op
Mode of delivery
Contact teaching
Unit
TAMK Mathematics and Physics
Campus
TAMK Main Campus
Teaching languages
- Finnish
Degree programmes
- Degree Programme in ICT Engineering
Teachers
- Miika Huikkola
Person in charge
Miika Huikkola
Groups
-
22I226
-
22I227
Objectives (course unit)
Student
-is able to produce an own solution out of a mathematical specification
-is able to evaluate his/her own mathematical know-how
-understands the concepts of change rate and cumulation
-knows the most common notations and concepts related to derivative and integrals
-is able to apply course contents in technical problem solving
Content (course unit)
-Concepts of change and change rate
-Derivative function and related notations
-Concept of cumulation, definite integral, area interpretation
-Integral function and related notations
-Connection of derivative and integral function and their role in technical computing
-Numerical differentiation and integration using matematical software
-Concepts and notations of partial derivative and multi-dimensional integrals
Mathematical software is used in technical computing throughout the course.
-Technical computing with mathematical software
Assessment criteria, satisfactory (1-2) (course unit)
-Knows the taught mathematical basic concepts
-Is able to do given basic level tasks by utilizing the group, if necessary
-Understands and is able to narrate given mathematical text
-Knows some engineering applications of the course contents
Assessment criteria, good (3-4) (course unit)
-Can handle expressions and equations within the span of course contents
-Can narrate and justify self-produced expressions and equations etc.
-Is mainly able to use mathematical notations and concepts correctly
-Is able to help other members of the group
-Can apply taught concepts in engineering applications
Assessment criteria, excellent (5) (course unit)
-In addition to aforementioned
*Can apply course contents in technical problem solving – even in new contexts
*Student can present self-written mathematical text clearly, logically and precisely
Assessment scale
0-5
Enrolment period
22.11.2023 - 10.01.2024
Timing
08.01.2024 - 30.04.2024
Credits
5 op
Mode of delivery
Contact teaching
Unit
TAMK Mathematics and Physics
Campus
TAMK Main Campus
Teaching languages
- Finnish
Degree programmes
- Degree Programme in ICT Engineering
Teachers
- Miika Huikkola
Person in charge
Miika Huikkola
Groups
-
22I224
Objectives (course unit)
Student
-is able to produce an own solution out of a mathematical specification
-is able to evaluate his/her own mathematical know-how
-understands the concepts of change rate and cumulation
-knows the most common notations and concepts related to derivative and integrals
-is able to apply course contents in technical problem solving
Content (course unit)
-Concepts of change and change rate
-Derivative function and related notations
-Concept of cumulation, definite integral, area interpretation
-Integral function and related notations
-Connection of derivative and integral function and their role in technical computing
-Numerical differentiation and integration using matematical software
-Concepts and notations of partial derivative and multi-dimensional integrals
Mathematical software is used in technical computing throughout the course.
-Technical computing with mathematical software
Assessment criteria, satisfactory (1-2) (course unit)
-Knows the taught mathematical basic concepts
-Is able to do given basic level tasks by utilizing the group, if necessary
-Understands and is able to narrate given mathematical text
-Knows some engineering applications of the course contents
Assessment criteria, good (3-4) (course unit)
-Can handle expressions and equations within the span of course contents
-Can narrate and justify self-produced expressions and equations etc.
-Is mainly able to use mathematical notations and concepts correctly
-Is able to help other members of the group
-Can apply taught concepts in engineering applications
Assessment criteria, excellent (5) (course unit)
-In addition to aforementioned
*Can apply course contents in technical problem solving – even in new contexts
*Student can present self-written mathematical text clearly, logically and precisely
Assessment scale
0-5