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Mathematics 7Laajuus (1.5 cr)

Code: MM22CN12

Credits

1.5 op

Objective

The student is able to apply linear optimization when planning the transport of cargoes to several ports.

The student is provided with knowledge of differential coeffi-cient and integral application to cargo handling and ship theo-ry.

Content

• Linear optimization
• Application of differential coefficient on miscalculation and solution of equations
• Integrals for the calculus of centres of gravity and moments of inertia

Qualifications

Mathematics 3/4

Enrollment

15.06.2025 - 23.11.2025

Timing

24.11.2025 - 19.12.2025

Number of ECTS credits allocated

1 op

Mode of delivery

Contact teaching

Unit

Faculty of Technology and Seafaring

Teaching languages
  • English
Degree programmes
  • Degree Programme in Maritime Management, Captain
Teachers
  • Katarina Sandström
Groups
  • MMC23D-Å
    Maritime Management, Captain, 2023, full-time studies

Objective

The student is able to apply linear optimization when planning the transport of cargoes to several ports.

The student is provided with knowledge of differential coeffi-cient and integral application to cargo handling and ship theo-ry.

Content

• Linear optimization
• Application of differential coefficient on miscalculation and solution of equations
• Integrals for the calculus of centres of gravity and moments of inertia

Location and time

According to realization timetable

Materials

https://math.libretexts.org/Bookshelves/Applied_Mathematics/Applied_Finite_Mathematics_(Sekhon_and_Bloom)/04%3A_Linear_Programming_The_Simplex_Method

Teaching methods

Lectures in the classroom and possibly online studies.
Homework and E-Learning may excist.

Exam schedules

According to realization schedule

Completion alternatives

-

Student workload

40h

Evaluation scale

H-5

Assessment methods and criteria

Test

Assessment criteria, fail (0)

Do not meet the criteria of evaluation

Assessment criteria, satisfactory (1-2)

• Demonstrates familiarity with the industry's knowledge base.
• Can find information from a source of information for a case.
• Can use guided models in situations
• Is able to solve a given task independently.
• Can coordinate and promote the group's goal-oriented activities.
• Can act responsibly in accordance with ecological principles in different situations

Assessment criteria, good (3-4)

• Is able to apply the knowledge base of the field consistently
• Can search for information from various sources of information.
• Is able to apply models in practice.
• Is able to solve a given task independently and consistently
• Is able to consistently coordinate and promote the group's goal-oriented activities
• Can act consistently and responsibly according to ecological principles in different situations

Assessment criteria, excellent (5)

• Knowledgeable in applying the knowledge base in the field
• Is able to choose appropriate sources of information for the situation and is able to search for relevant information
• Is able to select and apply models critically in practice
• Knowledgeable about how to solve multiple assignments
• Is able to co-ordinate and promote the group's goal-oriented activities.
• Can act expertly and responsibly in accordance with ecological principles in different situations

Qualifications

Mathematics 3/4

Enrollment

15.06.2024 - 24.11.2024

Timing

25.11.2024 - 20.12.2024

Number of ECTS credits allocated

1 op

Mode of delivery

Contact teaching

Unit

Faculty of Technology and Seafaring

Teaching languages
  • English
Degree programmes
  • Degree Programme in Maritime Management, Captain
Teachers
  • Esa Lapela
Groups
  • MMC22D-Å
    Maritime Management, Captain, 2022, full-time studies

Objective

The student is able to apply linear optimization when planning the transport of cargoes to several ports.

The student is provided with knowledge of differential coeffi-cient and integral application to cargo handling and ship theo-ry.

Content

• Linear optimization
• Application of differential coefficient on miscalculation and solution of equations
• Integrals for the calculus of centres of gravity and moments of inertia

Evaluation scale

H-5

Qualifications

Mathematics 3/4