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Master Geometry with Confidence
Master Geometry with Confidence
Our classes are designed to make Geometry simple, visual, and enjoyable, ensuring that students develop logical reasoning and problem-solving skills essential for success in school exams, SAT, and beyond.
Why Choose MS Academy
Why Choose MS Academy
Expert Faculty – Teachers who simplify complex topics with real-life examples,
Interactive & Engaging Classes – Use of visuals, diagrams, and live problem-solving.
Personalized Learning – Sessions tailored to match each student’s pace and level.
Result-Oriented Approach – Focused preparation for school exams, SAT, and competitive tests.
Consistent Track Record – Our students regularly achieve 90%+ scores in exams.
Course Structure
Course Structure
Our Geometry program follows a progressive learning path:
Foundation Building – Understanding basic shapes, angles, and properties.
Concept Development – Introducing theorems, constructions, and proofs.
Problem-Solving Skills – Applying concepts through practice questions.
Exam-Focused Preparation – Dedicated sessions for board exams, SAT, and competitive tests.
Regular Assessments – Weekly tests to track progress and strengthen weak areas.
Detailed Syllabus
Detailed Syllabus
Our Geometry syllabus is designed to cover every essential concept, from basics to advanced problem-solving:
1. Basics of Geometry
1. Basics of Geometry
Points, lines, rays, and segments
Types of angles: acute, obtuse, right, straight
Angle pairs: complementary, supplementary, vertical, linear
Measuring and constructing angles
2. Triangles
2. Triangles
Classification: scalene, isosceles, equilateral
Interior and exterior angle properties
Triangle inequalities
Congruence criteria: SSS, SAS, ASA, AAS, RHS
Similarity: AA, SSS, SAS rules
Pythagoras Theorem and its applications
3. Quadrilaterals & Polygons
3. Quadrilaterals & Polygons
Properties of parallelograms, rectangles, rhombuses, and squares
Trapeziums, kites, and cyclic quadrilaterals
Sum of interior & exterior angles of polygons
Regular vs irregular polygons
4. Circles & Tangents
4. Circles & Tangents
Parts of a circle: radius, diameter, chord, sector, arc
Angles subtended by chords at the center
Tangent properties and theorems
Secant-tangent relationships
Problems involving chords and tangents
5. Coordinate Geometry Basics
5. Coordinate Geometry Basics
Distance formula
Midpoint formula
Section formula (internal & external)
Equation of a line basics
Application of coordinates in geometric proofs
6. Mensuration (2D & 3D Geometry)
6. Mensuration (2D & 3D Geometry)
Perimeter and area of triangles, quadrilaterals, and polygons
Area of composite shapes
Surface area & volume of 3D solids: cube, cuboid, sphere, cone, cylinder, pyramid, and frustum
Application-based word problems
7. Transformations & Symmetry
7. Transformations & Symmetry
Reflection, rotation, translation, and dilation
Lines of symmetry and rotational symmetry
Applications in patterns and design
8. Trigonometric Applications in Geometry
8. Trigonometric Applications in Geometry
Height and distance problems
Using sine, cosine, and tangent in geometric contexts
Area of triangle using trigonometry
9. Geometric Proofs & Logical Reasoning
9. Geometric Proofs & Logical Reasoning
Proof-based questions
Step-by-step reasoning strategies
Solving complex geometry problems systematically
Our Teaching Strategy
Our Teaching Strategy
At MS Academy, we focus on making Geometry visual and intuitive:
Step-by-step explanations for every concept.
Interactive diagrams to improve spatial understanding.
Hands-on problem-solving during live sessions.
Real-life examples to connect theory with practical applications.
Weekly practice sheets to build speed and accuracy.
Book Your Free Demo Class! 🎯
Book Your Free Demo Class! 🎯
Experience MS Academy’s powerful teaching approach before enrolling.
Join our free demo session to see how we make Geometry easy, fun, and result driven.
✅ Book your Free Demo Class today!
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