Grade 10

Let’s Score 100 in Grade 10

Build stronghold on mathematics, Strong foundation for College, University or competitive exams. Study from Sachin Gulati, mentoring students for the 2nd toughest exam in world, IIT-JEE for the last 20 years.

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Trumath Experience

Let’s hear it from previous Students!

1. Regular Pre-Scheduled Interactive Classes

  • Complete preparation for 10th as per CBSE/ICSE curriculum
  • Student will get the order of chapter according to their respective schools
  • Student will get classes on daily basis just like a regular class
  • Question in-between classes with completet preparation explaination
  • Student can attend the class any time of the day according to their speed

2. Regular Homework & Daily Practice Problems

  • Student will get regular homework after every Topic
  • Student has to submit the homework to get it checked
  • Student will get daily practice problem after every class
  • They will get a personal teacher for any doubts in homework or daily practice problmes

 

3. Weekly Tests

  • Students will get test every Sunday on the last topic they have done
  • Full-Syllabus & regular Tests
  • Special preparatory classes for Exams
  • Previous years exam paper solving Test practice
  • Regular revision classes

4. Doubt Clearing Sessions

  • Now Student can ask their doubts anytime of the day
  • No more hesitateing while asking doubts
  • As they will get a personal teacher to whom they can ask thier doubts any time of the day
  • No time restiction, student can ask doubts anytime of the day, any number of times

In this chapter students delve into coordinate geometry, which involves studying geometric figures using algebraic methods. They learn about the Cartesian coordinate system, plotting points, and understanding the relationship between equations and geometric shapes. Through coordinate geometry, students analyze lines, circles, parabolas, and other curves, developing skills to solve geometric problems using algebraic techniques.
Factorising algebraic equations is a fundamental skill in algebra. Students learn techniques to factorize expressions and equations, such as factoring out common factors, using the distributive property, and applying special factorization formulas like the difference of squares and perfect square trinomials. Factorising algebraic equations helps simplify expressions, solve equations, and understand the structure of polynomials.
Graphs of Quadratic Equations represent essential mathematical models with applications in various fields. Students explore the graphical representation of quadratic equations, understanding their characteristics such as vertex, axis of symmetry, roots, and concavity. They learn how to graph quadratic functions by identifying key points, axis intercepts, and using transformations. Understanding graphs of quadratic equations enables students to analyze and interpret quadratic functions, solving real-world problems involving quadratic relationships.
In this chapter students encounter systems of linear equations, which involve multiple linear equations with the same variables. They learn methods such as substitution, elimination, and graphical representation to solve these systems. Understanding systems of linear equations enables students to model and solve real-world problems involving multiple variables and constraints, making it a foundational concept in algebraic problem-solving.
Triangles constitute a fundamental topic in geometry for Grade 10 students. They explore properties of triangles, including angle sum, exterior angle theorem, and triangle congruence criteria such as side-side-side (SSS), angle-side-angle (ASA), and side-angle-side (SAS). Students also learn about special triangles like equilateral, isosceles, and scalene triangles, as well as the Pythagorean theorem and its applications. Mastery of triangle properties provides a basis for understanding more complex geometric concepts and problem-solving strategies.
In this chapter students to the study of relationships between angles and sides in right triangles. They learn about trigonometric ratios such as sine, cosine, and tangent, and their reciprocal functions cosecant, secant, and cotangent. Students explore trigonometric functions through practical applications involving angle measurements, distances, and heights, developing skills to solve problems in various contexts. Trigonometry plays a crucial role in fields like navigation, engineering, and physics, making it a vital component of the Grade 10 mathematics curriculum.
In this chapter students apply quadratic models to real-world scenarios, mastering their use in fields like physics and economics. They learn to formulate quadratic equations to represent various phenomena, such as projectile motion or profit optimization. By understanding the principles behind quadratic models, students develop problem-solving skills and gain insights into how mathematics can describe and predict natural and economic phenomena.
n Grade 10 Quadratic Equation, students study quadratic equations mastering factoring, completing the square, and using the quadratic formula to solve them. They analyze roots using the discriminant and graph equations to understand key features like the vertex and axis of symmetry. Real-world applications in physics and economics deepen their problem-solving skills.