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Mathematics

CBSE Class 10 Mathematics covers Algebra, Geometry, Trigonometry, Statistics, and Probability — building strong conceptual and problem-solving skills for board exam success.

1h 0m4 Lessons1 Students0 (0 reviews)All LevelsHindi
A
Course Instructor
Adarsh Tiwari
Adarsh is a Programming Specialist and Technical Trainer based in Bengaluru, India, pursuing an M.Tech at NIT Sikkim. He trains B.Tech students in Java, DSA, and placement preparation, and is affiliated with Intellipaat. He is also the founder of Gradify.academy, a coaching startup for Karnataka board students (SSLC, PUC, KCET).

What You'll Learn

Solve problems involving real numbers, polynomials, and quadratic equations
Form and solve pairs of linear equations using graphical and algebraic methods
Apply arithmetic progression concepts to real-world sequences
Prove and apply key theorems related to triangles and circles
Use coordinate geometry to find distances, section points, and areas
Apply trigonometric ratios and identities to solve height-and-distance problems
Calculate areas and volumes of combined 2D and 3D shapes
Interpret and analyze data using measures of central tendency (mean, median, mode)
Solve basic probability problems using theoretical probability
Apply mathematical reasoning and problem-solving strategies aligned with the CBSE board exam pattern

Requirements & Prerequisites

Completion of CBSE Class 9 Mathematics (or equivalent)
Basic understanding of number systems, algebraic expressions, and elementary geometry
Familiarity with simple linear equations
A scientific calculator and geometry tools (compass, protractor, ruler) for practice

Course Curriculum

Chapter 1: Chapter 1: Real Numbers
Euclid's Division Lemma, Fundamental Theorem of Arithmetic, irrational numbers, decimal expansion of rational numbers.
15m
Chapter 2: Euclid's Division Lemma, Fundamental Theorem of Arithmetic, irrational numbers, decimal expansion of rational numbers.
Zeros of a polynomial
15m
relationship between zeros and coefficients
15m
division algorithm for polynomials
15m
Chapter 3: Chapter 2: Polynomials
Chapter 4: Zeros of a polynomial, relationship between zeros and coefficients, division algorithm for polynomials.
Chapter 5: Chapter 3: Pair of Linear Equations in Two Variables
Chapter 6: Graphical method, substitution method, elimination method, cross-multiplication method, word problems.
Chapter 7: Chapter 4: Quadratic Equations
Chapter 8: Standard form, solving by factorization, completing the square, quadratic formula, nature of roots.
Chapter 9: Chapter 5: Arithmetic Progressions
Chapter 10: nth term, sum of n terms, applications of AP in real-life problems.
Chapter 11: Chapter 6: Triangles
Chapter 12: Similarity of triangles, criteria for similarity (AA, SAS, SSS), Pythagoras theorem and its applications.
Chapter 13: Chapter 7: Coordinate Geometry
Chapter 14: Distance formula, section formula, area of a triangle using coordinates.
Chapter 15: Chapter 8: Introduction to Trigonometry
Chapter 16: Trigonometric ratios, trigonometric ratios of specific angles, trigonometric identities.
Chapter 17: Chapter 9: Some Applications of Trigonometry
Chapter 18: Heights and distances, angle of elevation and depression.
Chapter 19: Chapter 10: Circles
Chapter 20: Tangent to a circle, number of tangents from a point on/outside a circle, properties of tangents.
Chapter 21: Chapter 11: Areas Related to Circles
Chapter 22: Area of sector and segment, combination of plane figures.
Chapter 23: Chapter 12: Surface Areas and Volumes
Chapter 24: Surface area and volume of combinations of solids, conversion of solids, frustum of a cone.
Chapter 25: Chapter 13: Statistics
Chapter 26: Mean, median, and mode of grouped data, cumulative frequency graphs (ogives).
Chapter 27: Chapter 14: Probability
Chapter 28: Theoretical probability, simple problems on single events.

Frequently Asked Questions

Q: Q: Who is this course for?
This course is designed for CBSE Class 10 students preparing for their board exams, as well as students looking to strengthen their fundamentals in mathematics.
Q: Q: Do I need any prior knowledge to join this course?
Yes, a basic understanding of Class 9 mathematics — number systems, algebra, and elementary geometry — is recommended before starting this course.
Q: Q: Does this course cover the full CBSE syllabus?
Yes, the course covers all major CBSE Class 10 Mathematics chapters, including Real Numbers, Polynomials, Linear Equations, Quadratic Equations, Trigonometry, Circles, Mensuration, Statistics, and Probability.
Q: Q: Will this help with board exam preparation?
Yes, the course is structured to align with the CBSE board exam pattern, with practice questions, previous-year-style problems, and step-by-step solutions.
Q: Q: Are practice questions and worksheets included?
Yes, each topic includes practice problems to reinforce concepts and build problem-solving speed.
Q: Q: How is this course different from regular school classes?
The course breaks down concepts using simple explanations, real-life examples, and structured problem-solving techniques, making it easier to grasp topics that are traditionally seen as difficult.
Q: Q: Is there any support if I get stuck on a topic?
Yes, doubts can be clarified during sessions, and students are encouraged to ask questions on any concept they find challenging.
Q: Q: Do I get study material or notes?
Yes, structured notes and formula sheets are provided for each chapter to aid quick revision.
Q: Q: How long does it take to complete the course?
The pace depends on the student, but the course is designed to be completed well before board exams, allowing sufficient time for revision.
Q: Q: Is this course only for CBSE students, or can others benefit too?
While designed for CBSE, students from other boards with similar syllabi (like SSLC) can also benefit from the concept clarity and practice this course offers.
Mathematics
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Full lifetime access to all materials
Verified Certificate of Completion
Responsive Doubt Support & Community

Who Is This Course For?

Students
All Levelss in Subject
Anyone preparing for coding & technical interviews
Students preparing for competitive programming

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