Grade 12 - Math

Course Description

Grade 12 - Math

Mathematics helps us understand the world around us by helping us figure out patterns. Maths is required for students to become great problem solvers as it lets them think logically and step by step.

At Roboprenr, our teaching methodology is designed to ignite passion in students around Mathematics by using intuitive and engaging ways. Roboprenr's Math curriculum is designed by experts in accordance with the latest pattern and curriculum followed by various boards and Olympiads. Following this curriculum along with working on the given assignments will prepare the students to excel in their academic exams as well as in Olympiads.

Upon Completion of the Course, Students Will Have:

  • A solid understanding of mathematical concepts that are crucial for academic success in Grade 12.
  • Enhanced logical thinking and problem-solving skills, enabling them to tackle complex mathematical problems with confidence.
  • The ability to apply mathematical concepts in real-life situations, bridging the gap between theory and practice.
  • Preparation for competitive exams and Olympiads, with a focus on advanced problem-solving techniques.
  • Improved self-learning skills through our blended learning model, allowing for extended study beyond the classroom.

Information on Olympiad exams

What is Olympiad examination?

Olympiad examinations at school level are competitive examination, based on the school syllabus, which are conducted through various independent organization. These exams give exposure to students about the competition and make them ready to face any competitive challenge that would be thrown upon them in the future.

Importance of Olympiad examination

Olympiad Examinations help to identify a child's capability and assessment of his/her real potential in competing in today's world. They also bring out the areas needing attention so that proper orientation can be given in areas lacking proficiency. In a nutshell, they are a platform for realistic assessment to prepare a child to face the modern competitive world.

Experts agree that "Early Age Competition" can be a "win" for Kids - but only if parents, coaches and teachers handle it well. The competition should be healthy, not harmful.

How to prepare for Olympiad exams?

Most of the Olympiad exams are conducted on the similar syllabus that Kid s are studying at school. It means that they do not require additional reference books for the preparation of these exams. However, at the same time questions asked in these exams are quite different than what kid s learn in the school. Questions are trickier and conceptual.

To excel in "Olympiad Exams", it is essential for the students to understand the exam pattern, evaluate and prepare themselves on the Olympiad standard question.

We at Roboprenr provides an objective and in-depth program for Olympiad Exam preparation.

    • The curriculum is designed to provide comprehensive coverage for ICSE, CBSE, IB & IGCSE boards and various Olympiads.

      1. Relations and Functions: Study the concepts of relations and functions, including their properties, types, and real-world applications.
      2. Inverse Trigonometric Functions: Learn about inverse trigonometric functions, their properties, and how to apply them in solving equations.
      3. Matrices: Explore matrices, their operations, and applications in solving systems of linear equations.
      4. Determinants: Understand determinants, their calculation, and their role in matrix theory and solving linear systems.
      5. Continuity and Differentiability: Examine the concepts of continuity and differentiability in functions, including their importance in calculus.
      6. Applications of Derivatives: Apply derivatives to solve problems related to rates of change, optimization, and curve sketching.
      7. Integrals: Study integration techniques and their applications in finding areas, volumes, and solving differential equations.
      8. Applications of Integrals: Explore practical applications of integrals, including calculating areas under curves and solving real-world problems.
      9. Differential Equations: Learn about differential equations, including methods for solving ordinary differential equations and their applications.
      10. Vectors: Understand vectors, their operations, and applications in geometry, physics, and engineering.
      11. Three-Dimensional Geometry: Study geometric concepts in three dimensions, including lines, planes, and surfaces in 3D space.
      12. Linear Programming: Explore linear programming techniques for optimizing linear objective functions subject to constraints.
      13. Probability: Learn the fundamentals of probability, including probability distributions, and how to calculate and apply probabilities.

Reviews

Average Rating

0
(0 ratings)

Detailed Rating

0%
0%
0%
0%
0%