Study Guide

Objective

The student:
- can apply the trigonometry of the right-angeled triangle
- can solve polynomial equations and graphically interpret polynomial functions
- can denote and calculate arithmetic and geometric series
- understand how to use mathematical functions and models to describe scientific phenomena
- can make calculations with growth functions
- understands causes and sees opportunities in using logarithmic and exponential functions
- can use basic logarithmic rules to solve exponential equations
- knows the concepts of limit value and derivatives and can apply rules for simple functions

Content

Mathematickal expressions
Equations of the first degree
Formulas
Equations of the second degree
Equation systems
Polynomial functions, exponential and logarithmic functions
Rules of Logarithms
Exponential equations
Derivatives, physical examples and simple optimizations
From the basic mathematics course:
- Units and fractions
- Proportionality
- Percent
- Rectangular triangle
- Areas and volumes

Qualifications

No prerequisites.

Assessment criteria, satisfactory (1)

Students fulfill the objectives of the course, and in the relevant course-making compulsory elements, at a satisfactory level.

Assessment criteria, good (3)

Students fulfill the objectives of the course, and in the relevant course-making compulsory elements, at a good level.

Assessment criteria, excellent (5)

Students fulfill the objectives of the course, and in the relevant course-making compulsory elements, at a excellent level.

Materials

To be announced in Moodle.