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DSSSB TGT Mathematics Online Coaching

Dips Academy proudly stands as the premier coaching institute for DSSSB TGT in Delhi. Immerse yourself in a profound understanding of DSSSB TGT Mathematics under the guidance of India's top educators.

Dips Academy's DSSSB TGT Mathematics Online Classes cover every topic in detail, offering a well-rounded approach with lectures, problem-solving skills, and dedicated doubt-clearing sessions.

DSSSB TGT Online Course Features

Expert Faculty

Learn from India’s top educators with years of experience.

Recorded Lectures

Access lectures anytime for flexible learning.

Smart Slides

Interactive digital board slides for clear concepts.

Test Series

Comprehensive practice sets to boost exam readiness.

PYQ Discussion

Previous year papers explained in detail.

Doubt Clearing

Dedicated sessions to solve all your queries.

Why Choose DIPS Academy?

Live Online Lectures: Delivered by expert faculty to provide a well-rounded understanding of Mathematics topics.
Recorded Video Lecture: Access high-quality Recorded video lectures that cover key topics in the syllabus.
Online Test Series: Comprehensive tests to track your progress and improve exam readiness.
Doubt-Clearing Sessions: Specially designed sessions to ensure clarity in every concept.

DIPS Academy's DSSSB TGT Mathematics Online Classes will help you excel in your exam. They provide guidance, resources, and confidence. Join our program. It will transform your learning. It will bring you closer to your dream job.

DSSSB TGT Exam Pattern

The Delhi Subordinate Services Selection Board (DSSSB) conducts the TGT (Trained Graduate Teacher) exam to recruit eligible teachers for Delhi Government schools. To crack the exam with confidence, it’s essential to understand the latest exam pattern and marking scheme.

Category Details
🖥️ Mode of Examination Online (Computer-Based Test)
📋 Type of Questions Objective Type (Multiple Choice Questions)
⏰ Exam Duration 2 Hours (120 Minutes)
📊 Total Questions / Marks 200 Questions for 200 Marks

Detailed Mathematics Syllabus

Calculus

Derivatives for Graphing and Applications, Sketching and Tracing of Curves, Volume and Area of Surfaces, Vector Calculus and its Applications.

Algebra

Theory of Equations and Complex Numbers, Equivalence Relations and Functions, Basic Number Theory, Row Echelon Form of Matrices and Applications.

Real Analysis

Real Number System R, Properties of R, Sequences in R, Infinite Series.

Differential Equations

Differential Equations and Mathematical Modeling, Population Growth Models, Second and Higher Order Differential Equations, Analysis of Mathematical Models.

Theory of Real Functions

Limit of Functions, Continuous Functions and their Propertiès, Derivability and its Applications, Taylor's Theorem and its Applications.

Multivariate Calculus

Calculus of Functions of Several Variables, Extrema of Functions of Two Variables, and Properties of Vector Field, Double and Triple Integrals, Green's, Stokes, and Gauss Divergence Theorem.

Partial Differential Equations

First Order PDE and Method of Characteristics, Mathematical Models and Classification of 2nd Order Linear PDE, The Cauchy Problem and Wave Equations, Method of Separation of Variables

Riemann Integration and Series of Functions

Riemann Integration, Improper Integral, Sequence and Series of Functions, Power Series.

Ring Theory and Linear Algebra-I

Introduction of Rings, Ring Homomorphisms, Introduction of Vector Spaces, Linear Transformations.

Metric Spaces

Basic concepts of Metric Spaces, Topology of Metric Spaces, Continuity & Uniform Continuity in Metric Spaces, Connectedness and Compactness.

Group Theory-II

Automorphisms and Properties, External and Internal Direct Products of Groups, Group Action, Sylow Theorems and Applications.

Complex Analysis

Analytic Functions and Cauchy-Riemann Equations, Elementary Functions and Integrals, Cauchy's Theorems and Fundamental Theorem of Algebra, Series and Residues.

Ring Theory and Linear Algebra - II

Polynomial Rings and Unique Factorization Domain (UFD), Dual Spaces and Diagonalizable Operators, Inner Product Spaces, Adjoint Operators and Their Properties.

Important links

DSSSB Official Website: https://dsssb.delhi.gov.in/dsssb-vacancies
VACANCY NOTICE ADVERTISEMENT NO: Click here to View

FAQs About DSSSB

1. What is DSSSB TGT Online Coaching?

DSSSB TGT Online Coaching is a comprehensive digital learning program designed to help aspirants prepare for the Delhi Subordinate Services Selection Board (TGT) exam. It includes live and recorded classes, mock tests, Digital Board Slides, and expert guidance to cover the entire syllabus effectively from home.

2. Who can apply for the DSSSB TGT Exam?

Candidates who hold a Bachelor’s Degree in the relevant subject, along with a B.Ed. (Bachelor of Education) Qualifications are eligible to apply for the DSSSB TGT exam. The age limit generally ranges from 21 to 32 years (as per DSSSB norms and category relaxations).

3. What subjects are covered in DSSSB TGT Online Coaching?

The online coaching covers both Section A and Section B of the exam

  • Section A: General Awareness, Reasoning, Numerical Ability, English & Hindi.
  • Section B: Subject-specific preparation, such as Mathematics, Science, English, Social Studies, Sanskrit, etc., depending on your applied post.

4. What is the exam pattern for the DSSSB TGT exam?

The exam is a Computer-Based Test (CBT) with 200 multiple-choice questions for 200 marks, divided into two sections – General Awareness & Aptitude (100 marks) and Subject Concerned (100 marks). The duration is 2 hours, with 0.25 negative marking for wrong answers.

5. Why should I choose your DSSSB TGT Online Coaching?

  • Expert faculty with years of DSSSB teaching experience.
  • Full syllabus coverage with smart strategy.
  • Access to recorded classes for revision.
  • Affordable fee structure and 24×7 learning support.

6. Can I prepare for DSSSB TGT while working or studying?

Absolutely! The online format allows you to study anytime, anywhere. With recorded classes, mobile-friendly access, and structured study plans, working professionals and college students can easily balance preparation with their schedules.

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