1. Sets and Functions

 Content: This chapter introduces the concept of sets, types of sets, and functions, including operations on sets, Venn diagrams, and the basic idea of functions.

 Objective: Understand set theory and its applications in defining functions, as well as learn how to represent and operate on sets using mathematical language.

 

 2. Algebra

 Content: Covers topics such as quadratic equations, complex numbers, sequences and series, and mathematical induction.

 Objective: Develop algebraic skills to solve quadratic equations, understand complex numbers, and work with arithmetic and geometric progressions.

 

 3. Permutations and Combinations

 Content: Introduction to the counting principles of permutations (arrangements) and combinations (selections).

 Objective: Learn to calculate the number of ways events can occur using permutations and combinations, which are essential for probability and reallife applications.

 

 4. Mathematical Reasoning

 Content: Focuses on logical reasoning, mathematical statements, and proof techniques.

 Objective: Enhance critical thinking skills by learning how to reason logically and construct mathematical proofs.

 

 5. Statistics and Probability

 Content: Introduction to data collection, organization, and graphical representation, as well as basic concepts of probability theory.

 Objective: Learn statistical methods for analyzing data and calculating probabilities, which are vital for decision making in various fields.

 

 6. Introduction to Trigonometry

 Content: Covers trigonometric ratios, identities, and functions, including their applications to solve problems involving angles and lengths.

 Objective: Understand the fundamental concepts of trigonometry and how to use trigonometric ratios in solving reallife problems involving triangles.

 

 7. Applications of Trigonometry

 Content: This chapter explores the practical applications of trigonometry, particularly in determining heights and distances.

 Objective: Apply trigonometric concepts to solve practical problems involving height and distance, especially in fields like engineering and navigation.

 

 8. Coordinate Geometry

 Content: Discusses the Cartesian plane, plotting points, and working with lines and curves in a twodimensional space.

 Objective: Develop skills to represent and solve geometric problems in the coordinate plane, and understand the equation of a line and its applications.

 

 9. Linear Programming

 Content: Introduces the concept of linear programming, including the formulation of linear inequalities and the optimization of Objective functions.

 Objective: Learn how to solve reallife optimization problems using linear programming techniques, particularly in business and economics.

 

 10. Introduction to ThreeDimensional Geometry

 Content: Covers basic concepts of threedimensional geometry, including points, lines, and planes in space.

 Objective: Gain an understanding of how to work with threedimensional space and learn to visualize and solve problems involving geometric figures in 3D.

 

 11. Probability

 Content: Expands on the earlier introduction to probability, covering the probability of events, conditional probability, and the addition and multiplication theorems.

 Objective: Develop a deeper understanding of probability theory and its applications, which are essential for making predictions and risk assessments in various disciplines.

 

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Jeeconnect Education

Jeeconnect provides a range of courses and programmes aimed at enhancing your knowledge in various fields. We consider learning to be an ongoing process, so we work to give you the most recent information and skills to keep you in the lead in your career.