Mathematics
Mathematics at MHG builds disciplined thinking, logical reasoning, and exam-level accuracy. We turn math into a language of patterns rather than random formulas. Students learn to break problems apart, reason systematically, and solve with confidence — whether it's algebra, geometry, trigonometry, or calculus.
Calculus
Continuity and Differentiability, Applications of Derivatives, Integrals, Applications of Integrals and Differential Equations
Matrices (types, operations, transpose, inverse), Determinants (properties, minors, cofactors, solving systems of linear equations)
Vector Algebra (addition, dot and cross products, position vectors), Three-Dimensional Geometry (direction cosines/ratios, equations of lines and planes)
Algebra
Vectors and 3D Geometry
Mathematics
Mathematics at MHG builds disciplined thinking, logical reasoning, and exam-level accuracy. We turn math into a language of patterns rather than random formulas. Students learn to break problems apart, reason systematically, and solve with confidence — whether it's algebra, geometry, trigonometry, or calculus.
Calculus
Continuity and Differentiability, Applications of Derivatives, Integrals, Applications of Integrals and Differential Equations
Matrices (types, operations, transpose, inverse), Determinants (properties, minors, cofactors, solving systems of linear equations)
Vector Algebra (addition, dot and cross products, position vectors), Three-Dimensional Geometry (direction cosines/ratios, equations of lines and planes)
Algebra
Vectors & 3D Geometry
WHO SHOULD ENROLL?
Classes 8–10 (CBSE / ICSE / State Boards):
For students aiming for strong fundamentals, speed in calculations, and high scoring.Classes 11–12 (Boards):
Focused on deep theory understanding, derivations, diagrams, and structured board preparation.NEET / JEE Aspirants:
Intensive practice in problem-solving, application-based reasoning, and formula mastery.
WHY CHOOSE MHG FOR MATH?
Conceptual Clarity:
Visualize and understand concepts before memorizing formulas.
Stepwise Problem Solving:
Learn structured approaches for every problem type.
Practice Across Levels:
Questions ranging from NCERT to JEE Advanced difficulty
Doubt Solving Sessions:
Small batches ensure every question is answered.
Continuous Assessment:
Weekly tests, performance tracking, and recorded classes for revision.
WHAT STUDENTS WILL ACHIEVE?
Conceptual Mastery:
Strong understanding of core Mathematics principles from basics to advanced topics.
Problem-Solving Confidence:
Solve any complex Mathematical problem with precision, clarity and speed.
Exam Readiness:
Score high in Boards, NEET, and JEE with structured preparation.
Analytical Thinking:
Connect math concepts to real-life applications.
Independent Learning:
Ability to revise and practice independently using recorded sessions.
Competitive Edge:
Develop reasoning skills for new and challenging questions.
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