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CBSE Class 10 - NCERT Full Text Book Video Solutions

person icon Lakshmi Narayana Adabala

4.2

CBSE Class 10 - NCERT Full Text Book Video Solutions

CBSE Class 10 video solutions for all exercises, including optional are presented in a simple and comprehensive way.

updated on icon Updated on Jun, 2025

language icon Language - English

person icon Lakshmi Narayana Adabala

category icon Teaching and Academics ,Math,Statistics

Lectures -520

Duration -75 hours

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Course Description

  • This course is carefully designed to explain various areas of CBSE Class 10.

  • It has 520 lectures spanning more than 75 hours of on-demand videos that are divided into 15 sections, and each chapter is a section and further divided into simple sessions. The course is divided into a simplified day-by-day learning schedule.

  • Each topic is divided into simple sessions and explained extensively by solving multiple questions. Each session contains a detailed explanation of the concept.

  • This course will give you a firm understanding of the fundamentals and is designed in a way that a person with little or no previous knowledge can also understand it very well.

  • It covers 100% video solutions of various problems and situations.

  • Our design meets the real classroom experience by following classroom teaching practices. We have designed this course by keeping in mind all the needs of students and their desire to become masters in CBSE Class 10. This course is designed to benefit all levels of learners and will be the best gift for board-appearing students. Students love these easy methods and explanations. They enjoy learning math and never feel that math is troublesome.

Topics covered in the course:

  1. Real Numbers

  2. Polynomials

  3. Pair of Linear Equations in Two Variables

  4. Quadratic Equations

  5. Arithmetic Progressions

  6. Triangles

  7. Coordinate Geometry

  8. Introduction to Trigonometry

  9. Some Applications of Trigonometry

  10. Circles

  11. Constructions

  12. Areas Related to Circles

  13. Surface Areas and Volumes

  14. Statistics

  15. Probability

    Who this course is for:

    • This course has been designed for students of Grade 10th CBSE, SSC, SAT, ACT, GRE, and other board-appearing students.
    • Students studying for the public or other competitive examinations as well as job aspirants.
    • Home-school parents are looking for extra support with the fundamentals.
    • Anyone interested in revising or learning the basics of mathematics should.
    • Students in junior high and high school/secondary schools.
    • Anyone who wants to proficient mathematics and the solving different real life situations as well.
    • Anyone who wants to study math for fun after taking a break from school.
    • It will also benefit schools who wish to run classes in the absence of a teacher and make learning fun for their students.
    • It will also benefit teachers and schools who wish to improve their teaching skills and make learning fun for their students.
    • For 11th and 9th grade students, this will help as a bridge course.
    • These are the people whose jobs require them to solve basic daily math-related problems.

Goals

  • Real Numbers

  • Polynomials

  • Pair of Linear Equations in Two Variables

  • Quadratic Equations

  • Arithmetic Progressions

  • Triangles

  • Coordinate Geometry

  • Introduction to Trigonometry

  • Some Applications of Trigonometry

  • Circles

  • Constructions

  • Areas Related to Circles

  • Surface Areas and Volumes

  • Statistics

  • Probability

  • At the end of the course, students will not only have learned about the topics in detail but also be able to solve various problems based on them.

Prerequisites

  • Basic elementary math knowledge.

  • Each chapter includes prerequisite knowledge classes in which the child gains extensive knowledge and a thorough understanding of the chapters.

CBSE Class 10 - NCERT Full Text Book Video Solutions

Curriculum

Check out the detailed breakdown of what’s inside the course

Real Numbers

42 Lectures
  • play icon Exercise 1-Q1(i) 07:00 07:00
  • play icon Exercise 1-Q1(ii) 02:54 02:54
  • play icon Exercise 1-Q1(iii) 05:39 05:39
  • play icon Exercise 1-Q2 11:50 11:50
  • play icon Exercise 1-Q3 07:08 07:08
  • play icon Exercise 1-Q4 08:45 08:45
  • play icon Exercise 1-Q5 09:12 09:12
  • play icon Exercise 2 - Q 1 10:30 10:30
  • play icon Exercise 2 - Q 2 (i) 07:18 07:18
  • play icon Exercise 2 - Q 2 (ii) 07:03 07:03
  • play icon Exercise 2 - Q 2 (iii) 07:47 07:47
  • play icon Exercise 2 - Q 3 (i) 04:06 04:06
  • play icon Exercise 2 - Q 3 (ii) 03:24 03:24
  • play icon Exercise 2 - Q 3 (iii) 03:16 03:16
  • play icon Exercise 2 - Q 4 03:20 03:20
  • play icon Exercise 2 - Q 5 05:38 05:38
  • play icon Exercise 2 - Q 6 07:26 07:26
  • play icon Exercise 2 - Q 7 07:20 07:20
  • play icon Exercise 3 - Q 1 12:39 12:39
  • play icon Exercise 3 - Q 2 06:33 06:33
  • play icon Exercise 3 - Q 3 (i) 06:24 06:24
  • play icon Exercise 3 - Q 3 (ii) 06:22 06:22
  • play icon Exercise 3 - Q 3 (iii) 05:52 05:52
  • play icon Exercise 4 - Q 1 (i) 03:21 03:21
  • play icon Exercise 4 - Q 1 (ii) 02:06 02:06
  • play icon Exercise 4 - Q 1 (iii) 02:55 02:55
  • play icon Exercise 4 - Q 1 (iv) 02:07 02:07
  • play icon Exercise 4 - Q 1 (v) 02:08 02:08
  • play icon Exercise 4 - Q 1 (vi) 01:25 01:25
  • play icon Exercise 4 - Q 1 (vii) 02:00 02:00
  • play icon Exercise 4 - Q 1 (viii) 01:57 01:57
  • play icon Exercise 4 - Q 1 (ix) 01:55 01:55
  • play icon Exercise 4 - Q 1 (x) 02:31 02:31
  • play icon Exercise 4 - Q 2 (i) 03:52 03:52
  • play icon Exercise 4 - Q 2 (ii) 02:26 02:26
  • play icon Exercise 4 - Q 2 (iii) 03:41 03:41
  • play icon Exercise 4 - Q 2 (iv) 02:00 02:00
  • play icon Exercise 4 - Q 2 (v) 01:21 01:21
  • play icon Exercise 4 - Q 2 (vi) 01:00 01:00
  • play icon Exercise 4 - Q 3 (i) 04:49 04:49
  • play icon Exercise 4 - Q 3 (ii) 01:51 01:51
  • play icon Exercise 4 - Q 3 (iii) 09:26 09:26

Polynomials

27 Lectures
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Pair of Linear Equations in two Varaibles

71 Lectures
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Quadratic Equations

31 Lectures
Tutorialspoint

Arithmetic Progressions

49 Lectures
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Triangles

65 Lectures
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Coordinate Geometry

33 Lectures
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Introduction to Trigonometry

36 Lectures
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Some Applications of Trigonometry

14 Lectures
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Circles

17 Lectures
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Constructions

14 Lectures
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Areas Related to Circles

35 Lectures
Tutorialspoint

Surface Areas and Volumes

31 Lectures
Tutorialspoint

Statistics

25 Lectures
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Probability

30 Lectures
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Instructor Details

Lakshmi Narayana Adabala

Lakshmi Narayana Adabala

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