Class 10 Maths Theory With Solutions Chapterwise

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About Course

Introduction: Embarking on the journey of mastering Class 10 mathematics has never been more engaging and comprehensive, thanks to the cutting-edge course offered by DigitalMathsByJeevan. Designed with precision and expertise, “Class 10 Maths Theory with Solutions Chapter wise” is a revolutionary digital resource that empowers students to grasp complex mathematical concepts with ease.

Course Highlights:

  1. Comprehensive Coverage: Dive deep into every chapter of the Class 10 mathematics syllabus, ensuring a thorough understanding of key concepts. The course covers topics ranging from Real Numbers to Trigonometry, offering a holistic approach to mathematical learning.
  2. Clear and Concise Theory: DigitalMathsByJeevan prioritizes clarity in conveying mathematical theories. The course provides clear explanations of intricate concepts, making it an ideal companion for students aiming for conceptual mastery.
  3. Step-by-Step Solutions: Master problem-solving techniques with detailed, step-by-step solutions for each chapter. Students can reinforce their learning by understanding the logic behind each solution, ensuring a strong foundation in mathematical problem-solving.
  4. Interactive Learning Modules: Experience dynamic learning with interactive modules that engage students in the learning process. Visual aids, animations, and real-world examples make abstract mathematical concepts come to life, enhancing comprehension and retention.
  5. Expert Guidance: Benefit from the expertise of seasoned educators who have crafted the course with precision. The content is curated by subject matter experts with a deep understanding of the Class 10 curriculum, ensuring alignment with the latest educational standards.
  6. Accessible Anytime, Anywhere: The course is designed for the modern learner, offering the flexibility to access study materials anytime, anywhere. Whether you’re at home, commuting, or in a coffee shop, your mathematics education is just a click away.
  7. Regular Updates: Stay ahead of the curve with regular updates to the course content. DigitalMathsByJeevan is committed to providing the latest and most relevant information, ensuring that students are well-prepared for examinations.
What you’ll learn
  • Real Numbers:
    • Key points: Euclid’s division lemma, Fundamental Theorem of Arithmetic, irrational numbers, decimal representation of rational numbers.
  • Polynomials:
    • Key points: Degree of a polynomial, division algorithm, factorization, zeroes of polynomials.
  • Pair of Linear Equations in Two Variables:
    • Key points: Solutions of a pair of linear equations, graphical representation, algebraic methods.
  • Quadratic Equations:
    • Key points: Standard form, discriminant, nature of roots, solutions of quadratic equations.
  • Arithmetic Progressions:
    • Key points: nth term of an AP, sum of n terms, arithmetic mean.
  • Triangles:
    • Key points: Congruence of triangles, criteria for similarity, Pythagoras theorem, areas of triangles.
  • Coordinate Geometry:
    • Key points: Distance formula, section formula, area of a triangle, slope of a line.
  • Introduction to Trigonometry:
    • Key points: Trigonometric ratios, trigonometric identities, heights and distances.
  • Some Applications of Trigonometry:
    • Key points: Heights and distances, angles of elevation and depression.
  • Circles:
    • Key points: Tangents and secants, arc and chord properties, angle subtended by a chord.
  • Areas Related to Circles:
    • Key points: Areas of sectors and segments, areas of combinations of plane figures.
  • Surface Areas and Volumes:
    • Key points: Surface area and volume of cubes, cuboids, cylinders, cones, and spheres.
  • Statistics:
    • Key points: Mean, median, mode, cumulative frequency, graphical representation of cumulative frequency.
  • Probability:
    • Key points: Basic concepts, probability of an event, addition and multiplication theorems of probability.
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Requirements

  • 1. Internet Access: You will need a reliable internet connection to access course materials, lectures, and assignments online.
  • 2. Computer or Device: You'll need a computer, tablet, or smartphone to access the course content. Ensure that your device meets any specific technical requirements specified by the course provider.
  • 3. Educational Background: Many online mathematics foundation courses do not have strict educational prerequisites. They are often designed for learners of various backgrounds, including those who may not have a strong foundation in mathematics. However, some courses may recommend a basic understanding of mathematics concepts.
  • 4. Registration and Enrollment: You'll need to register or enroll in the online course, which may involve creating an account with the course provider or institution.
  • 5. Time Commitment: Understand the course duration and time commitment required. Online courses may be self-paced, allowing you to complete modules at your own speed, or they may have set start and end dates.
  • 6. Language Proficiency: If the course is in a language other than your native language, you may need to demonstrate language proficiency or ensure that you can understand the course materials.

Audience

  • Student

Course Content

First Step

  • Introduction to Training & Investing
  • Test Perpose
    00:00

chapter-1.Real number (MCQ)

chapter-2 polynomials (MCQ)

chapter-3 pair of linear equation in two variable (MCQ)

CLASS 10 MCQ CH4 QUADRATIC EQUATION

CLASS 10 MCQ CH5 Arithmetic progression

ch6 class 10 MCQ triangle

ch7 Coordinate Geometry mcq class 10 maths

CH 8mcq trigonometry class 10

ch9 class 10 application of trigonometry mcq (part 1)

chapter 9 application of trigonometry class 10 (part2)

ch10 class 10 circles mcq

ch11 class 10 MCQ area related to circles

ch12 class 10 mcq surface area and volume

ch13 class 10 mcq statistics

ch 14 class 10 mcq probability

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