e(maths+science) Erasmus+ project
Punteggio:
Copertina
1. Logarithms (Latvia)
1.1.The Problem
1.2.Dictionary (English- Latvian)
1.3.What you have to know from Biology
1.4.What you have to know from Chemistry
1.5.What you have to know from Mathematics
1.6.Water pH measurement
1.7.To determine pH with GeoGebra
1.8.Summary
1.9.More practice
1.10.Self-evaluation
References
Introduction
2. Relations and functions in real life (Croatia)
2.1. Linear function
2.1.1. Diving
2.1.2.Diving in Geogebra
2.1.3. What you need to know from math
2.1.4. Equation
2.2. Quadratic function
2.2.1. Cost-effectiveness of a moped
2.2.1.1. Cost-effectiveness of a moped
2.2.1.2. What you need to know from math
2.2.1.3. Quiz
2.2.2. Blood flow
2.2.2.1. Problem
2.2.2.2. Solutions
2.3. Exponential and logarithmic function
2.3.1. Bacteria growth
2.3.1.1. What you need to know from math
2.3.1.2. What you need to know from biology
2.3.1.3. Test
Question 1
Question 2
Question 3
2.3.2. Murder solving - The problem was created by maths teacher Danka Jelenčić
2.3.2.1. Solution
2.4. Trigonometric functions
2.4.1. Sinusoid
2.4.2. Temperature of the Adriatic Sea
2.4.2.1. Problem
2.4.2.2. Solution for a,b,c,d
2.4.2.3. Graph
2.4.2.4. Temperature higher than 20°C
2.4.2.5. Temperature lower than 15°C
2.4.2.6. April 27th
2.4.3. Tides
2.4.3.1. Problem
Test
Graph
References
3. Geometric Loci (Italy)
3.1 Introduction
3.1.1 Why study geometric loci?
3.1.2 What's a geometric locus?
3.1.3 Comprehension
Cissoid of Diocle
Conchoid of Nichomede
Witch of Agnesi
3.2 Conic sections
3.2.1 The circle
3.2.2 Other conic sections
3.2.3 Eccentricity
3.2.4 Exercises
Exercise 1
Exercise 2
Exercise 3
3.3 Rolling...
3.3.1 Cycloid
3.3.2 A generalization
3.3.3 Exercises
Parametric equations of cycloid
Parametric equation of epicycloid
The cycloid family
Find the ratio R/r
3.4 Shells, snails, ivy
3.4.1 Conchoids
3.4.1.1 CONCHOID
3.4.1.2 Nicomedes' Conchoid
3.4.1.2 Limacon of Pascal
3.4.1.3.graphics of limacon (exercise)
3.4.2 Cissoids
3.4.2.1 CISSOID
3.4.2.2 Cissoids of a circle
3.4.2.3 Cissoid of Diocle
3.5 Trisections and doubling
Classical problem of compass and straightedge constructions
Trisection of an angle
The Delo's Problem
4. Statistic (Latvia)
4.1 Statistical concept
4.2 Research problem No. 1
4.2.1 Research question
4.2.2 Survey
4.2.3 Test
4.2.4 What you have to know from mathematics
4.2.5 Data correlation
4.2.6 What you have to know from physics
4.2.7 Task I
4.2.8 Task II
4.2.9 Summary
4.3 Research problem No. 2
7.3.1 Research question
7.3.2 Survey
7.3.3 Task
7.3.4 Summary
4.4 References
5. Art and Geometry ( Turkey, Italy )
5.1 Symmetry (Turkey)
5.1.1 What Is Symmetry
5.1.2 Reflection Symmetry
5.1.3.1 Point Symmetry
5.1.3.2 Line Segment Symmetry
5.1.3.3 Triangle Symmetry
5.1.3.4 Point Symmetry Of Triangle
5.1.3.5 Line Symmetry
5.1.3.6 Translation
5.1.4 Rotation on Coordinate System
5.1.5 Rotation And Shape Completion
5.1.6 Reflection in Art
5.1.7 Symmetrical Informations
5.1.8 Practice
5.1.9 Test
5.1.10 References
5.2 Geometry of arch (Italy)
5.2.1 The arches
5.2.2 Round Arch
5.2.3 Three-centered arch
5.2.4 Rampant Round Arch
6. Graph theory ( Romania)
6.1. Brief history of the Graph Theory
6.2. Graph theory- very important part of mathematics
6.3. Applications of Graph Theory
6.4. Problems with graph theory
6.5. Examples - Graph Theory in real life
Credits
License
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