dots bg

Live Classes Lt-Grade

This is video course for Lt-Grade students.

Course Instructor: Kumar Sir

₹5999.00 ₹8999.00 33% OFF

dots bg

Course Overview

  • For Kumar Sir: Patient, supportive, experienced, expert, magician of mathematics, confidence-boosting, dedicated, passionate, effective, conceptual, unique problem-solving of Lt-Grade
  • For the classes: Engaging, interactive, doubt-clearing, conceptual clarity, personalized, focused, structured, exam-oriented, real-time, online, effective, comprehensive, student-centric

Features of the live 9th-grade classes
Experienced guidance: Kumar Sir has decades of teaching experience, helping students build a strong foundational understanding of mathematical concepts.
Conceptual clarity: The teaching approach simplifies complex topics, ensuring students understand the core concepts rather than just memorizing.
Interactive sessions: Live classes are highly interactive, with students encouraged to ask questions and participate in real-time problem-solving of Lt-Grade.
Doubt-solving: Dedicated doubt-clearing sessions of Lt-Grade and personalized attention help students resolve their queries instantly.
Comprehensive study material: Students receive notes, worksheets, and practice papers, including previous years' papers and solutions of Lt-Grade.
Regular practice and evaluation: The course includes daily homework, weekly tests, and mock tests with instant feedback to track student progress and prepare them for exams.
Recorded lectures: Recordings of live sessions are provided for revision, allowing students to revisit classes and topics they may have missed.
Targeted learning: The curriculum is aligned with the latest CBSE/NCERT syllabus, with a focus on preparing students for their school exams.
Student-centric approach: The program is designed to build confidence and remove the fear of mathematics by creating a supportive and engaging learning environment for competation. 

Schedule of Classes

Course Curriculum

6 Subjects

Live Classes Lt-grade

58 Learning Materials

Algebra

Video Lecture- 01 (Algebra of Matrix)

Video
00:43:07

Video Lecture- 02 (Algebra of Matrix)

Video
00:38:55

Video Lecture- 03 (Algebra of Matrix)

Video
00:45:02

Video Lecture- 04 (Rank of a Matrix: Definition, Echelon form, Normal Form)

Video
00:52:24

Video Lecture- 05 ( System of linear Equations)

Video
00:49:48

Video Lecture- 06 (System of Linear Equations)

Video
00:40:11

Video Lecture- 07 (System of Linear Equations)

Video
00:27:08

Video Lecture- 08 ( Characteristic value problems )

Video
00:35:38

Video Lecture- 09 (Determinant )

Video
00:44:00

Video Lecture-10 ( Binary Operations)

Video
00:37:28

Video Lecture-11 ( Laws of Binary Operations)

Video
00:29:04

Video Lecture-12 ( Groups and finite groups)

Video
00:57:25

Video Lecture-13 (Sub groups, Order of an Element and Cyclic groups)

Video
00:51:32

Video Lecture-14 (Cyclic and permutation groups )

Video
00:49:39

Video Lecture-15 (Co-sets Normal sub groups and quotient groups ))

Video
00:41:35

Video Lecture-16 ( Isomorphism and homomorphism )

Video
00:34:24

Video Lecture-17 ( Euler's functions and Fermat's theorem)

Video
00:40:39

Real Analysis

Video Lecture- 01 ( About Sequence, Bounded sequence, Limit point and Limit of a sequence )

Video
00:46:29

Video Lecture- 02 ( Convergence of a sequence and Cauchy sequence )

Video
00:46:48

Video Lecture- 03 ( Convergence and divergence of Infinite series and Tests)

Video
01:23:52

Video Lecture- 04 ( Examples of Convergence of Series )

Video
00:40:35

Vector Analysis

Lecture -01

Video
00:47:02

Lecture -02

Video
00:46:14

Lecture -03

Video
00:37:24

Lecture -04

Video
00:31:17

Lecture -05 ( Differentiation of vectors)

Video
00:56:53

Lecture -06 (Gradient , Divergence and Curl )

Video
01:00:54

Lecture -07 ( Examples on Gradient ,divergence and Curl )

Video
00:50:43

Complex Analysis

Video Lecture- 01 ( Complex Numbers , Duration 27:53)

Video
00:27:53

Video Lecture- 02 ( Square roots of Complex Numbers , Duration 27:50)

Video
00:27:50

Video Lecture- 03 ( Elementary Complex functions ,Duration 23:49 )

Video
00:23:49

Video Lecture- 04 ( Functions of Complex Variables, Duration 36:25)

Video
00:36:26

Video Lecture- 05 ( Analytic Functions, Duration 16:07)

Video
00:16:07

Calculus

Video Lecture- 01 ( Limit of One Variable, Duration 42:59 )

Video
00:42:59

Video Lecture- 02 ( Continuity of One Variable, Duration 41:53)

Video
00:41:53

Video Lecture- 03 ( Limits of indeterminate forms and differentiation, Duration 38:41 )

Video
00:38:42

Video Lecture- 04 ( L-04 (Successive differentiation, tangent and Normal), Duration 23:44 )

Video
00:23:44

Video Lecture- 05 (Intersection of Curves, Duration 10:14

Video
00:10:15

Video Lecture- 06 (Rolls Theorem Mean Value Theorem and Maxima and Minima, Duration 37:23 )

Video
00:37:23

Video Lecture- 07 (Integrals, Duration 16:56)

Video
00:16:57

Video Lecture- 08 (Algebra Partial Fractions, Duration 38:25 )

Video
00:38:25

Video Lecture- 09 (Special type Integrals and Definite Integrals), Duration : 34:51

Video
00:34:52

Video Lecture- 10 (Examination Questions, Duration 29:26 )

Video
00:29:27

Video Lecture- 11 (About Differential Equations, its Order and Degree, Duration 19: 49)

Video
00:19:50

Geometry

Video Lecture- 01 ( Pair of straight lines )

Video
00:36:21

Video Lecture- 02 ( Circles )

Video
00:35:01

Video Lecture- 03 ( Parabola )

Video
00:38:39

Video Lecture- 04 (Ellipse )

Video
00:24:54

Video Lecture- 05 ( Hyperbola)

Video
00:22:03

Video Lecture- 06 ( Direction cosines )

Video
00:23:50

Video Lecture- 07 ( The Plane )

Video
00:34:51

Video Lecture- 08 ( Examples on Plane)

Video
00:19:13

Video Lecture- 09 ( The Straight lines)

Video
00:36:14

Video Lecture- 10 ( The Sphere )

Video
00:19:48

Video Lecture- 11 ( The Cylinder and Cone, Examination Questions )

Video
00:15:58

Statistics and Probability

Video Lecture- 01 ( Mean of Data , Duration 21:21 )

Video
00:21:22

Video Lecture- 02 ( Mode and Examination Questions, Duration 20:19 )

Video
00:20:19

Video Lecture- 03 ( Probability, Duration 29:20 )

Video
00:29:21

Study Material

21 Learning Materials

Algebra

Group Theory

PDF

Algebra of Matrices

PDF

Rank of a Matrix

PDF

System of Linear Equations

PDF

Characteristics Value Problems

PDF

Real Analysis

Sequence of Real Analysis

PDF

Convergence of Infinite Series.

PDF

Vector Analysis

Vector Algebra

PDF

Differentiation of Vectors

PDF

Gradient Divergence and curl

PDF

Vector Integration

PDF

Solution - Differentiation of vectors

PDF

Solution - Gradient , Divergence and Curl

PDF

Complex Analysis

Calculus

Tangent and Normals (Study Material )

PDF

Tangent and Normal (Solutions -01 )

PDF

Tangent and Normal (Solutions-02)

PDF

Curvature (Study Material)

PDF

Curvature (Solutions -01)

PDF

Curvature (Solution -02)

PDF

Increasing and decreasing functions

PDF

Indefinite Integrals

PDF

Geometry

Statistics and Probability

Points to Remember

Algebra

Real Analysis

Vector Analysis

Complex Analysis

Calculus

Geometry

Statistics and Probability

Online Exercises (MCQ)

39 Exercises

Algebra

Exercise -01 (A.P. , G.P and H.P.)

Exercise

Exercise -02 (A.P. , G.P and H.P.)

Exercise

Exercise -03 (A.P. , G.P and H.P.)

Exercise

Exercise - 04 (Algebra of Matrix )

Exercise

Exercise -05 (Algebra of Matrix )

Exercise

Exercise -06 ( Algebra of Matrix )

Exercise

Exercise- 07 ( Sum of squares and cubes of Natural Numbers )

Exercise

Exercise- 08 (Permutations and Combinations )

Exercise

Exercise- 09 ( Exponential and logarithmic Series )

Exercise

EXERCISE-10 (Sets and Relations )

Exercise

Exercise -11 (Functions )

Exercise

Exercise- 12 ( Rank of Matrix )

Exercise

Exercise- 13 ( Rank of Matrix )

Exercise

Exercise- 14 ( Rank of Matrix )

Exercise

Exercise- 15 ( System of Linear Equations)

Exercise

Exercise- 16 ( System of Linear Equations )

Exercise

Exercise- 17 ( System of Linear equations )

Exercise

Real Analysis

Exercise-01

Exercise

Exercise -02

Exercise

Exercise -03

Exercise

Vector Analysis

Exercise -01 ( Vector Algebra )

Exercise

Exercise -02 ( Vector Algebra )

Exercise

Exercise -03 ( Vector Algebra )

Exercise

Exercise -04 ( Gradient , Divergence & Curl )

Exercise

Exercise -05 ( Gradient , Divergence & Curl )

Exercise

Complex Analysis

Exercise-01 ( Complex Numbers )

Exercise

Calculus

Exercise- 01 ( Limit , Continuity and Differentiability of one variable )

Exercise

Exercise- 02 (Rolle's theorem and Lagrange's theorem )

Exercise

Exercise- 03 (Tangent and Normal, Degree Level)

Exercise

Exercise- 04 (Curvature)

Exercise

Exercise- 05 ( Tangent , Normal, Maxima and Minima )

Exercise

Exercise- 06 ( Tangent , Normal ,Maxima and Minima )

Exercise

Exercise- 07 (Integrals and Definite Integrals)

Exercise

Exercise- 08 ( Differential Equations )

Exercise

Exercise- 09 (Taylor and Maclaurin series)

Exercise

Exercise- 10 ( Maxima and Minima)

Exercise

Exercise- 11 ( Area and Length of Curves)

Exercise

Geometry

Exercise- 01 ( Lines and Pair of straight lines )

Exercise

Exercise- 02 ( Circle and Parabola )

Exercise

Statistics and Probability

Mock Test -01

Practice Sheets - MCQ pdf

3 Learning Materials

Algebra

Permutation Group

PDF

Group Theory - MCQ pdf -01

PDF

Real Analysis

Vector Analysis

Vector Algebra -01

PDF

Complex Analysis

Calculus

Geometry

Statistics and Probability

Mains Sample Papers

2 Learning Materials

Sample Papers

Paper- 01

PDF

Solutions

Solution Paper- 01

PDF

Course Instructor

tutor image

Kumar Sir

150 Courses   •   10231 Students

Experienced educator seeking a long-term position as teacher of Mathematic More than thirty years experience in teaching of Mathematics of up-to degree classes several teaching methodologies is to improve classroom participation and improve grads.Encouraging and motivated to students and aid their growth