: Detailed study of the sphere, cylinder, and cone; sections and tangent planes.
The for Grades 10–11 (and Grades 7–9) is a comprehensive curriculum that covers both Planimetry (plane geometry) and Stereometry (solid geometry). It is structured for both basic and advanced (profile) levels. Grades 10–11: Stereometry (Solid Geometry)
: Intersecting, parallel, and skew lines; parallelism of lines and planes; parallel planes.
: Perpendicular lines and planes; theorems on three perpendiculars; distances and angles in space.
: Calculation formulas for all major 3D shapes, including the use of Cavalieri's Principle .
: Vector operations, addition, and multiplication by a scalar. Grade 11: Measurements and Advanced Topics
This stage focuses on properties of figures in three-dimensional space. The content is typically divided as follows:
: Basic axioms and theorems regarding points, lines, and planes in space.
: Detailed study of the sphere, cylinder, and cone; sections and tangent planes.
The for Grades 10–11 (and Grades 7–9) is a comprehensive curriculum that covers both Planimetry (plane geometry) and Stereometry (solid geometry). It is structured for both basic and advanced (profile) levels. Grades 10–11: Stereometry (Solid Geometry)
: Intersecting, parallel, and skew lines; parallelism of lines and planes; parallel planes.
: Perpendicular lines and planes; theorems on three perpendiculars; distances and angles in space.
: Calculation formulas for all major 3D shapes, including the use of Cavalieri's Principle .
: Vector operations, addition, and multiplication by a scalar. Grade 11: Measurements and Advanced Topics
This stage focuses on properties of figures in three-dimensional space. The content is typically divided as follows:
: Basic axioms and theorems regarding points, lines, and planes in space.
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