Ә.Н.Шыныбеков. Оқыту әдістемесі, Геометрия 8-сынып, 2011
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Ә.Н.Шыныбеков
Әдістемелік құралдар
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Ә.Н.Шыныбеков. Оқыту әдістемесі, Геометрия 8-сынып, 2011
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1
Entries
26
I. Structure of the Geometry-8 textbook
Other
Page 4
II. Brief information about the textbook content
Other
Page 6
III. Sample plan for the material to be studied
Other
Page 11
IV. Thematic planning of instructional material
Other
Page 16
Chapter I. Quadrilaterals
Theory
Page 18
1. Polygons
Theory
Page 18
2. Parallelogram and its properties
Theory
Page 24
3. Rectangle, rhombus, square and their properties
Theory
Page 30
4. Constructing quadrilaterals from their elements
Theory
Page 36
5. Thales' theorem. Midline of a triangle
Theory
Page 40
6. Trapezoid and its properties
Theory
Page 44
7. Remarkable points of a triangle. Circumcircle and incircle
Theory
Page 49
8. Cyclic and tangential quadrilaterals
Theory
Page 54
Chapter II. Pythagorean theorem
Theory
Page 56
1. Theorem on proportional segments. Pythagorean theorem
Theory
Page 56
2. Sine, tangent and cotangent of an acute angle
Theory
Page 65
3. Metric relations in triangles
Theory
Page 68
Chapter III. Areas of quadrilaterals
Theory
Page 75
1. Area of a rectangle
Theory
Page 75
2. Areas of a parallelogram, triangle and trapezoid
Theory
Page 79
Chapter IV. Rectangular coordinate system in the plane
Theory
Page 85
1. Cartesian coordinates of points in the plane
Theory
Page 85
2. Equations of a line and a circle
Theory
Page 86
3. Equations of an ellipse, hyperbola and parabola
Theory
Page 88
4. Trigonometric functions of angles from 0° to 180°
Theory
Page 94
Additional advanced-level problems
Problem
Page 96
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