Age group: 15-17
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This course Includes
144 live tutoring sessions
Access on mobile and web
Certificate of completion
Hands-on Exercises & Practical Projects
Personalized Feedback & Coaching
Session Recordings for Rewatching
# **MODULES** ## **1. Real Numbers** - Fundamental Theorem of Arithmetic. - Properties of real numbers (HCF, LCM). - Decimal expansions of rational and irrational numbers. ## **2. Polynomials** - Zeros of polynomials. - Relationship between zeros and coefficients. - Division algorithm for polynomials. ## **3. Pair of Linear Equations in Two Variables** - Graphical and algebraic solutions. - Substitution, elimination, and cross-multiplication methods. - Applications in real-life problems. ## **4. Quadratic Equations** - Standard form of quadratic equations. - Methods of solving (factorization, completing the square, quadratic formula). - Applications in word problems. ## **5. Arithmetic Progressions** - Introduction to sequences and series. - nth term and sum of an arithmetic progression. - Applications in daily life. ## **6. Coordinate Geometry** - Distance formula. - Section formula and midpoint theorem. - Area of a triangle using coordinates. ## **7. Triangles** - Similarity and congruence of triangles. - Pythagoras theorem and its applications. - Basic proportionality theorem. ## **8. Trigonometry** - Trigonometric ratios and identities. - Heights and distances (simple and practical problems). - Applications in real-world scenarios. ## **9. Circles** - Tangents to a circle. - Properties of tangents. - Theorems based on tangents and circles. ## **10. Constructions** - Division of a line segment. - Construction of tangents to a circle. ## **11. Mensuration** - Surface area and volume of solids (cylinder, cone, sphere, hemisphere). - Conversion of solid shapes. - Applications in real life. ## **12. Statistics and Probability** - Mean, median, and mode of grouped data. - Graphical representation of data (histograms, ogives). - Probability – theoretical and experimental approaches. ## **13. Practical Mathematics** - Applications of percentage, profit and loss. - Simple and compound interest. - Time, work, and speed problems. ## **14. Revision and Assessment** - Comprehensive review of all topics. - Problem-solving and logical reasoning exercises. - Practice tests and past paper discussions.
Basic understanding of addition, subtraction, multiplication, and division.
Familiarity with simple fractions and number representation.
Calculate surface areas and volumes of 3D shapes like cones, spheres, and cylinders.
Solve problems using trigonometric ratios, identities, and heights & distances.
Find equations of straight lines using different forms.
Work with arithmetic progressions (AP) to determine terms and sums.
Understand and apply real numbers properties, including rational and irrational numbers.
Understand geometry and circle theorems, including tangents and similarity of triangles.
Apply trigonometric ratios and identities to solve height and distance problems.
Solve systems of linear equations using multiple algebraic techniques.
Develop a strong understanding of real numbers, polynomials, and quadratic equations to solve algebraic problems effectively.
Explore the concepts of arithmetic progressions and their applications.
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Reinforce your learning with practical homework and hands-on assignments.
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What grade level is this course suitable for?
This course is designed for students in grade 10.
Do I need prior knowledge of algebra?
Yes, the course introduces advanced algebra concepts.
Will this course help with school exams?
Yes, it aligns with standard curricula and strengthens problem-solving skills.
Are there assessments included?
Yes, the course includes revision and assessment modules to track progress.
How will I practice the concepts learned?
The course provides exercises, real-world applications, and quizzes for practice.
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+18044084086
912 Techno IT Park,
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Mumbai,Maharashtra
400092 (India)
+18044084086
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