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Ashwani
  • Qualification:M.Com, Postgraduate, Bcom honours
  • Language:English, Hindi, Punjabi, Urdu, Rajasthani
  • Experience:6 years

Ashwani

Rohini/Online

About :

> My teaching style is 100% concept + trick based. Every topic is explained from zero, with logic, shortcuts, and the mistakes that students usually make in exams. > What you…

Ashwani

Ashwani

Rohini/Online

  • Qualification:M.Com, Postgraduate, Bcom honours
  • Language:English, Hindi, Punjabi, Urdu, Rajasthani
  • Experience:6 years

> My teaching style is 100% concept + trick based. Every topic is explained from zero, with logic, shortcuts, and the mistakes that students usually make in exams. > What you...

FindMyGuru is a tutor discovery platform that helps students find and connect with experienced tutors and institutes across a wide range of subjects and skills. Students can explore tutor profiles, compare expertise, and contact tutors directly for online or in-person learning.FindMyGuru facilitates discovery and connections between students and tutors or institutes. All classes and learning arrangements are handled directly between students and the respective tutors or institutes

Courses by Ashwani

Course Mode:

Online and Offline

Duration:

4 Year

Language:

English, Hindi

Location:

Rohini, 2/46 budh vihar phase-1

Pricing:

300 INR

Batch Type:

Week Days / Weekends

Mathematics: Advance Mathematics Course

Welcome to the Advance Mathematics course designed for students aiming to enhance their mathematical skills from Class 9 to Class 10, particularly focusing on CBSE Mathematics. This course is structured to provide a comprehensive understanding of advanced mathematical concepts, ensuring that students not only learn but also apply these concepts effectively.

Course Overview

The core focus of this course is on Trigonometry, specifically the fundamental concepts introduced in Class 10 Maths, Chapter 8. Through engaging lessons and visual aids, students will explore the relationships between angles and sides of right-angled triangles, forming the basis for further mathematical studies.

What You Will Learn

The course will guide you through:

  • Understanding the Right-Angled Triangle: We will examine a right-angled triangle ABC, right-angled at vertex B, with angle θ at vertex A. Identifying the sides labeled as Base (AB), Perpendicular (BC), and Hypotenuse (AC) is crucial.
  • Trigonometric Ratios: You will learn how to derive and use the six trigonometric ratios: sine, cosine, tangent, cotangent, secant, and cosecant, based on the triangle's properties.
  • Concept Clarity: Master the relationships between the angles and sides with key formulas:
  • sin(θ) = P/H
  • cos(θ) = B/H
  • tan(θ) = P/B

This will include understanding their reciprocal relations, which are fundamental for problem-solving in mathematics.

Skills Developed

Through this course, students will:

  • Correctly Label Sides: Avoid common mistakes in labeling sides relative to angle θ, a frequent challenge for many students.
  • Problem Solving: Gain the ability to tackle complex problems, such as solving equations like sec(θ) + tan(θ) = 2 + √3, without relying on rote memorization.
  • Trigonometric Values: Familiarize yourself with trigonometric values at key angles (0°, 30°, 45°, 60°, 90°), which are essential for further studies in mathematics.

Teaching Style

My teaching style is focused on comprehension over memorization. I begin with simple figures that help visualize the concepts. My goal is to provide you with tricks and methods that make remembering the ratios intuitive and straightforward.

Course Format

This course is available in both online and offline formats, accommodating various learning preferences. Whether you prefer interactive online sessions or traditional classroom experiences, we have options that cater to you.

FAQs

1. Who is this course designed for?

This course is specifically tailored for students in Class 9 and Class 10 who are looking to strengthen their understanding of advanced mathematics concepts, particularly in Trigonometry.

2. What materials will be provided?

Students will receive comprehensive course materials, including notes, practice problems, and visual aids to support their learning journey.

3. How long is the course?

The Advance Mathematics course has a duration of 4 weeks, with flexible scheduling to accommodate both online and offline classes.

4. Can I ask questions during the course?

Absolutely! Students are encouraged to ask questions and engage in discussions to enhance their understanding of the topics covered.

Course Mode:

Online and Offline

Duration:

4 Year

Language:

English, Hindi

Location:

Rohini, 2/46 budh vihar phase-1

Pricing:

300 INR

Batch Type:

Week Days / Weekends

Get tutor location

Location: 2/46 budh vihar phase-1, Rohini

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