Point and line 

Symmetry in space 

Sphere, line and plane 

Cube and parallelepiped, square
and rectangle 
Position of a line in space 

Concept of congruence 

Tangential cone and cylinder 

Application of the similarity
theorems to rightangled triangle 
The
Plane 

Congruence theorems 

Sphere and cone 

Link between similarity and area 
Location
of planes in space 

Group of motions 

Practical geometry 

Application of similarity rules
to circle 
Measurement of length 

Group of motions and flippings 

Area 

Steady subdivision 
Plane figures 

Method of proof 

Area of square and rectangle 

Area of similar figures and
volume of similar bodies 
Cube and parallelepiped, square
and rectangle 

Geometric construction task 

Area of parallelogram 

Perspective
similarity 
Cylinder and sphere, circle and
ellipse 

Practical geometry 

Shear 

Perspectively similar figures in
a plane 
Angle and its measurement 

General quadrangle 

Area of triangle 

Solution of construction tasks
with
the aid of perspective similarity 
Square pyramid, tetrahedron
& cone, isosceles, rightangled & equilateral
triangles 

Parallelogram 

Area of trapezoid 

Group of similarity
transformations 
Truncated pyramid and cone.
Isosceles trapezoid 

Rectangle 

Complementary parallelograms 

Polygons with centre and centre
lines 
Parallel displacement 

Rhombus 

Area
of polygons 

Straight prisms with centre,
body axes and planes of symmetry 
Strip 

Square 

Conversion tasks 

Regular bodies 
Translation in
space 

Trapezoid 

Pythagoras' Theorem 

Circle, Preliminaries 
Layers 

Parallelepiped and block 

Volume of cube and block 

Computation of p 
Prism and cylinder 

Rhombohedron 

Volume of parallelepiped 

Area of figures with curved
boundaries 
Rotation 

Cube 

Concept of similarity 

Volume of pyramid 
Rotation in space 

Circle, point and line 

Proportion of segments 

Volumes of inclined prism, cone,
cylinder, truncated pyramid and cone 
Surfaces
of rotation 

Circle and angle 

Partitioning ratio of directed
distances 

Vertical parallel projection 
Reversed and central symmetry 

Circle and triangle 

Construction of partitioning
scale 

Practical geometry 
Reflection (flipping) and axial
symmetry 

Chord quadrangle 

Harmonic ratio 

Oblique parallel projection 
Construction of axisymmetric
figures 

Tangent quadrangle 

Application of Ray Theorem to
triangle 


Applications to triangle 

Relative location of two circles 

Similarity of figures 

Perpendicular parallel
projection of the circle 
Sides and angles of a triangle 

Common tangents of two circles 

Similarity construction 

Affinity 