Defence Exams Tutors in Connaught Palace, Delhi

Education

BE

Experience

6 years of experience with students taught and obtained high scores of class 6 to 11.

Tutoring Approach

Give the concept idea with general and real time example, make sure the students gets the theory. Questions will be done and HW will be given. Students doubts will be taken up and after that a test will be conducted. If the performance doesn't increase, extra effort will be put.

Education

B.tech(Civil),B.ed(Maths)

Experience

As a dedicated educator with a solid background in both engineering and education, my tutoring experience has been a rich tapestry of learning, growth, and meaningful connections with my students. Armed with a Bachelor's degree in Technology (B.Tech) and a Bachelor's in Education (B.Ed) specializing in Mathematics, alongside numerous certifications in various mathematical disciplines, I embarked on a journey to ignite the spark of mathematical curiosity in my students.

One of my most memorable tutoring experiences occurred when I was approached by a struggling high school student, Sarah, who was grappling with complex algebraic concepts. Sarah's initial frustration and lack of confidence in her mathematical abilities were palpable. Recognizing the importance of building a strong foundation, I started our sessions by revisiting fundamental mathematical principles, ensuring she grasped them thoroughly before moving on to more advanced topics.

Utilizing a combination of traditional teaching methods and innovative approaches, I tailored each session to Sarah's unique learning style and pace. Visual aids, real-life examples, and interactive exercises were incorporated to make abstract mathematical concepts more tangible and relatable. Moreover, I encouraged Sarah to ask questions freely, fostering a nurturing environment where curiosity was celebrated.

As weeks turned into months, I witnessed a remarkable transformation in Sarah. Her once hesitant demeanor gave way to a newfound confidence as she tackled increasingly complex problems with ease. Not only did her mathematical proficiency improve significantly, but her overall academic performance and self-esteem soared as well.

Beyond imparting mathematical knowledge, my aim was to instill a lifelong love for learning in my students. By demonstrating the practical applications of mathematics in various fields, from engineering to finance, I sought to broaden their perspectives and show them the boundless possibilities that awaited those with a strong mathematical foundation.

Reflecting on this tutoring experience, I am reminded of the profound impact a dedicated educator can have on a student's life. Through patience, encouragement, and a genuine passion for mathematics, I was able to guide Sarah along her academic journey, empowering her to overcome challenges and reach her full potential.

This experience reaffirmed my belief in the transformative power of education and inspired me to continue making a positive difference in the lives of my students. Whether it's unlocking the mysteries of calculus or demystifying the intricacies of geometry, I am committed to equipping the next generation with the tools they need to succeed in an ever-evolving world.

Tutoring Approach

I use the Racer method to teach students.

The Racer method is a strategy used in Mathematics to help students approach and solve word problems systematically. Racer stands for:

Read: Begin by carefully reading the problem to understand what is being asked. Identify key information such as quantities, relationships, and any specific conditions or constraints mentioned in the problem.

Analyze: Break down the problem into smaller parts and identify the mathematical operations or concepts involved. Consider what mathematical formulae, principles, or strategies might be applicable to solve the problem.

Compute: Perform the necessary calculations or mathematical operations to find the solution. Use appropriate mathematical techniques and formulas based on the analysis of the problem.

Evaluate: Once you have found a solution, evaluate it to ensure it makes sense in the context of the problem. Check your calculations for accuracy and review whether the solution addresses all aspects of the problem statement.

Reflect: Reflect on the problem-solving process. Consider what strategies were effective and whether there were any challenges or misconceptions encountered along the way. Identify opportunities for improvement and think about how you can apply what you've learned to similar problems in the future.