TS Inter- 1st Year Mathematics Syllabus 2024-25 Free PDF Download: Are you also a Telangana board class 11 student looking for the revised syllabus of Mathematics. Well, you need not worry as we got you covered. Keep reading this article to get the latest Mathematics syllabus for the academic year 2024-25.
TS Inter- 1st Year Mathematics Syllabus 2024-25
| Topics to be covered Unit tests/ Exams/EAPCET classes to be conducted |
| Syllabus and pre-requisites 01 Functions:- 1.1 Types of Functions – Definitions 1.2 Inverse Functions and Theorems 1.3 Domain, Range, Inverse of real-valued Functions 02 Mathematical Induction 2.1 Principle of Mathematical Induction & Theorems 2.2 Applications of Mathematical Induction EAPCET weekly one Class Test on EAPCET |
| 2.3 Problems with Divisibility 03 Matrices: 3.1 Types of matrices 3.2 Scalar multiple of a matrix and multiplication of Matrices 3.3 Transpose of a matrix 3.4 Determinants 3.5 Adjoint and Inverse of a Matrix 3.6 Consistency and inconsistency of Equations- Rank of a matrix UNIT TEST-I EAPCET weekly one Class Test on EAPCET |
| 3.7 Solution of simultaneous linear equations |
| TRIGONOMETRY |
| 6. Trigonometric Ratios up to Transformations : 6.1 Graphs and Periodicity of Trigonometric Functions |
| 6.2 Trigonometric ratios and Compound angles 6.3 Trigonometric ratios of multiple and sub-multiple angles |
| 6.4 Transformations - Sum and Product Rules UNIT TEST-II |
| EAPCET weekly one Class |
| Test on EAPCET |
| 7 Trigonometric Equations: 7.1 General Solution of Trigonometric Equations 7.2 Simple Trigonometric Equations – Solutions 8 Inverse Trigonometric Functions: 8.1 To reduce a Trigonometric Function into a Bijection 8.2 Graphs of Inverse Trigonometric Functions 8.3 Properties of Inverse Trigonometric Functions 9 Hyperbolic Functions: 9.1 Definition of Hyperbolic Function Graphs 9.2 Definition of Inverse Hyperbolic Functions – Graphs 9.3 Addition Formulas of Hyperbolic Functions 10 Properties of Triangles: 10.1 Relation between sides and angles of a Triangle UNIT TEST-III EAPCET weekly one Class Test on EAPCET |
| 10.2 Sine, Cosine, Tangent and Projection rules 10.3 Half-angle formulae and areas of a triangle 10.4 In-circle and Ex-circle of a Triangle 04Addition of Vectors 4.1 Vectors as a triad of real numbers 4.2 Classification of vectors 4.3 Addition of vectors 4.4 Scalar multiplication EAPCET weekly one Class Test on EAPCET |
| 4.5 Angle between two non-zero |
| vectors |
| 4.6 Linear combination of vectors |
| 4.7 Component of a vector in three dimensions |
| 4.8 Vector equations of line and plane including their Cartesian |
| equivalent forms |
| 05 Product of Vectors:- |
| 5.1 Scalar Product - Geometrical Interpretations orthogonal projections |
| 5.2 Properties of the dot product 5.3 Expression of the dot product in i, j, k system - Angle between two vectors 5.4 Geometrical Vector Methods EAPCET weekly one Class Grand Test on EAPCET |
| HALF-YEARLY EXAMINATIONS FROM 18-11-2024 TO 23-11-2024 |
| 5.5 Vector equations of the plane in normal form 5.6 Angle between two planes 5.7 Vector product of two vectors and properties 5.8 Vector product in i, j, k system 5.9 Vector Areas 5.10 Scalar Triple Product 5.10 Scalar Triple Product UNIT TEST-IV EAPCET weekly one Class Test on EAPCET |
| 5.11 Vector equations of the plane in different forms 5.12 Vector Triple Product – Results EAPCET weekly one Class Grand Test on EAPCET REVISION |
| SECOND TERM HOLIDAYS FROM 11-01-2025 TO 16-01-2025 |
| PRE-FINAL EXAMINATIONS FROM 20-01-2025 TO 25-01-2025 |
| REVISION DATE OF COMMENCE OF OF PRACTICAL EXAMS 1ST WEEK OF FEB-2025 |
| DATE OF COMMENCEMENT OF THEORY EXAMS 1ST WEEK OF MARCH-2025 LAST WORKING DAY :31-03-2025 |
| Topics to be covered Unit test/ Exams/ EAPCET classes to be conducted. |
| Syllabus and pre-requisites 01 Locus 1.1 Definition of locus – Illustrations 1.2 To find equations of locus - Problems connected to it 02 Transformation 2.1 Transformation of axes - Rules, Derivations and Illustrations 2.2 Rotation of axes - Derivations – Illustrations 03 The Straight Line 3.1 Revision of fundamental results 3.2 Straight line - Normal form – Illustrations EAPCET weekly one Class Test on EAPCET |
| 3.3 Straight line – Symmetric form |
| 3.4 Straight line - Reduction into various forms |
| 3.5 Intersection of two Straight Lines. |
| 3.6 Family of straight lines - Concurrent lines. |
| 3.7 Condition for Concurrent Lines. |
| 3.8 Angle between two lines. |
| 3.9 Length of perpendicular from a point to a Line. |
| 3.10 Distance between two parallel lines. |
| 3.11 Concurrent lines - properties related to a triangle |
| UNIT TEST-I |
| EAPCET weekly one Class |
| Test on EAPCET |
| November | 9.2 Elementary Properties (remaining part) 9.3 Trigonometric, Inverse Trigonometric, Hyperbolic Inverse Hyperbolic Function Derivatives 9.4 Methods of Differentiation 9.5 Second Order Derivatives EAPCET weekly one Class Grand Test on EAPCET |
| HALF-YEARLY EXAMINATIONS FROM 18-11-2024 TO 23-11-2024 | |
| December 23 | 10. Applications of Derivatives 10.1 Errors and Approximations 10.2 Equations of tangents and normals 10.3 Geometrical Interpretation of a Derivative 10.4 Lengths of tangent, normal, sub tangent and sub-normal 10.5 Angles between two curves and condition for orthogonality of curves 10.6 Derivative as Rate of Change UNIT TEST-IV EAPCET weekly one Class Test on EAPCET |
| January | 10.7 Rolle’s Theorem and Lagrange’s Mean value theorem without proofs and their geometrical interpretation 10.8 Increasing and decreasing functions 10.9 Maxima and Minima EAPCET weekly one Class Grand Test on EAPCET REVISION |
| SECOND TERM HOLIDAYS FROM 11-01-2025 TO 16-01-2025 | |
| PRE-FINAL EXAMINATIONS FROM 20-01-2025 TO 25-01-2025 | |
| February 23 | REVISION DATE OF COMMENCEMENT OF PRACTICAL EXAMS 1ST WEEK OF FEB-2025 |
| March 23 | DATE OF COMMENCEMENT OF THEORY EXAMS 1ST WEEK OF MARCH 2025 LAST WORKING DAY:31-03-2025 |
Now, that the students have their syllabus, they can easily start preparing for the exam. To download the syllabus link, we are providing the link below:-
CHECK: TS Inter- 1st Year Mathematics Syllabus 2024-25 Free PDF Download
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