Transformation Geometry (AYT)
Learning Time: 5-15 hours
Content: Transformation geometry is a subject that examines the analysis of geometric shapes using transformation rules (reflection, rotation, translation). The AYT curriculum focuses on transformation types, matrix transformations, spatial transformations, and complex problems. This subject is an advanced branch of analytic geometry. The current 2025 AYT curriculum also includes vectors and three-dimensional analysis.
- Transformation Types:
- Reflection (Mirror Image)
- Rotation (Around a Specified Angle)
- Shift (Parallel Transport)
- Transformation with Matrix:
- Transformation Matrices
- Coordinate Changes
- Simple Proofs
- Advanced Analysis:
- Transformation in Space
- Vector Transformation Calculations
- Complex Proofs
- Applications:
- Shape Transformation in Engineering
- Geometric Solutions in Space
- Trigonometric Modeling
- Affecting Factors:
- Transformation Angle
- Coordinate Values
- Space Dimension
Course Features
- Lectures 0
- Quizzes 0
- Duration 5 hours
- Skill level Expert
- Language English
- Students 15
- Assessments Yes
