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Engineering Precalculus (5 cr)

Code: TE00CQ16-3031

General information


Enrollment
01.05.2025 - 31.08.2025
Registration for introductions has not started yet.
Timing
01.09.2025 - 19.12.2025
The implementation has not yet started.
Number of ECTS credits allocated
5 cr
Local portion
5 cr
Mode of delivery
Contact learning
Unit
Engineering
Teaching languages
Finnish
Seats
35 - 45
Degree programmes
Degree Programme in Construction and Municipal Engineering
Teachers
Riku Mattila
Groups
PRAKIS25A
PRAKIS25A
Course
TE00CQ16
No reservations found for realization TE00CQ16-3031!

Evaluation scale

H-5

Objective

After completing the course, the student
• can handle mathematical expressions and formulas within the engineering framework.
• understands the principles of solving equations and can solve equations encountered within technical applications.
• understands the basics of vector algebra and can apply vectors for modelling and solving technical problems.
• understands the basics concepts of geometry and trigonometry, and can apply them in modelling and problem solving.
• understands the concept of function and knows basic properties of functions.
• can apply functions for modelling and solving technical problems.
• understands the basic concepts of matrix algebra.
• can apply simultaneous equations for modelling and solving technical problems.
• can apply correct mathematical notations within the engineering framework.

Content

• Real numbers
• Basic arithmetic operations and the order of operations
• Algebraic expressions
• First and second order of polynomial equations and inequalities
• Simultaneous linear equations
• Radical functions and equations
• Exponential and logarithmic functions and equations
• Angles and angular units
• Right triangle and trigonometry
• Trigonometric functions and the unit circle
• Trigonometric equations
• The sine and cosine rules
• Basic concepts of vector algebra and modelling with vectors
• Scalar product and cross product of two vectors
• Basics of matrix algebra, determinant, inverse of a square matrix
• Field-specific content

Qualifications

Introduction to mathematical sciences or corresponding skills.

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