Practical Guide to Score 45+ in MATHS in SSC CGL 2024 | SSC CGL CHSL MTS CPO #ssccgl #ssccgl2024

CGL Maths Preparation Strategy: A Detailed Guide

Key Concepts:

• Previous Year Questions (PYQs)
• Limited Resources (One Book)
• Conceptual Clarity (Notes Review)
• Problem-Solving Approach (Time Investment, Solution Review, Revision)
• Memorization (Tables, Squares, Cubes, Triplets)
• Digit Sum
• Balanced Approach (Tricks vs. Fundamentals)
• Interconnected Learning
• Regular Revision
• Calculative Maths Practice
• Formula Memorization (Geometry & Mensuration)

1. Personal Journey and Motivation

The speaker shares his initial struggles with Maths in CGL, scoring only 13 marks initially. He highlights his subsequent improvement, achieving 86 in Mains, 48/50 in Pre, and near-perfect scores in CHSL and CGL, emphasizing that significant improvement is achievable with the right approach.

2. Importance of a Structured Plan

The speaker stresses the need for a well-defined plan and consistent effort over 4-5 months to improve Maths scores. He emphasizes that the Maths asked in CGL is only up to the 10th standard, but the application and problem-solving can be challenging.

3. Addressing Common Challenges

He acknowledges the common problem faced by students, including beginners, where they struggle to apply learned concepts and solve questions independently. He emphasizes the importance of tackling this issue to ensure selection.

4. Ten Key Strategies for Improvement

The speaker outlines ten specific strategies that helped him improve his Maths score. He urges viewers to implement these strategies to avoid Maths being a barrier to their selection.

5. Focus on Previous Year Questions (PYQs)

He emphasizes that 90% of the questions are based on previous year questions or slight variations of them. This highlights the importance of focusing on and mastering PYQs.

6. Limiting Resources: The "One Book" Approach

He advises sticking to one book (Kiran or Pinnacle) and revising it multiple times. This approach aims to avoid confusion and overwhelm caused by too many resources.

7. Conceptual Clarity Before Problem Solving

Before attempting PYQs for a chapter, he recommends reviewing notes for 2-3 hours to understand the concepts and question patterns taught by the teacher.

8. Effective Problem-Solving Methodology

• Time Investment: If stuck on a question, dedicate time to understand it and attempt it using basic methods before resorting to solutions.
• Solution Review and Revision: After seeing the solution, remove it and attempt the question again independently.
• Marking Difficult Questions: Mark challenging questions for repeated revision.

9. Daily Practice Target

He recommends solving a minimum of 100 Maths questions daily for six months to achieve a score of 45+ in Maths.

10. Balancing Conceptual Understanding with Memorization

He cautions against relying solely on conceptual derivation during the exam, as it can be time-consuming. He emphasizes the importance of memorizing certain values and techniques to save time.

11. Essential Memorization

• Tables up to 20 (plus 23, 29, and 37)
• Squares up to 40
• Cubes up to 15
• Pythagorean Triplets

12. Leveraging Digit Sum

He introduces the concept of Digit Sum as a tool for option elimination, especially in questions with complex calculations. He recommends learning Digit Sum from Gagan Pratap Sir's videos.

13. Balanced Approach to Tricks

He advises against over-reliance on tricks, emphasizing that they are rarely applicable directly in the exam. He suggests focusing on understanding fundamental concepts and developing problem-solving skills.

14. Interconnected Learning

He emphasizes the importance of studying Maths topics in a connected manner, rather than in isolation. He suggests a specific sequence for Arithmetic (Percentage -> Average -> Simple/Compound Interest) and Advanced Maths (Geometry -> Mensuration -> Algebra -> Trigonometry).

15. Importance of Book over Digital Resources

He reiterates the importance of focusing on a physical book over mobile-based learning.

16. Regular Revision of Difficult Questions

He suggests identifying 25-50 challenging questions from each chapter and revising them weekly or bi-weekly to reinforce understanding and retention.

17. Calculative Maths Practice

He highlights the increasing importance of calculative Maths and recommends daily practice of random multiplication, division, and addition using printed sheets.

18. Formula Memorization for Geometry and Mensuration

He emphasizes the importance of creating a separate formula sheet for Geometry and Mensuration and revising it regularly, as direct formula application can save significant time in the exam.

19. Conclusion

The speaker concludes by reiterating the importance of consistent effort and dedication to achieve success in Maths. He emphasizes that following these strategies, even if others don't, will lead to significant improvement and a competitive edge. He encourages viewers to implement these strategies for at least three to four months to see tangible results.