JTET Maths Syllabus 2024, Download PDF For Paper I And Paper II
JTET Maths Syllabus 2024 should be given utmost importance during the exam preparation. The council has released the JH TET Maths Syllabus PDF for both papers 1 and 2 online.
Abhishek Kumar28 Aug, 2024
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JTET Maths Syllabus 2024: Jharkhand Academic Council has released the JTET Maths Syllabus 2024 online. Candidates aspiring to be a primary teacher or upper primary teacher have to download the JH TET Maths Syllabus PDF. The syllabus consists of topics that hold the utmost importance for the Jharkhand TET 2024 examination. Candidates can download the JTET Maths Syllabus PDF and prepare for the examination accordingly.
JTET Maths Syllabus 2024 Overview
JTET 2024 Exam notification was released on 20 July, 2024 on the board's official website. Candidates applying for the JTET 2024 Exam can get a quick overview of the exam from the table below.| JTET Maths Syllabus 2024 Overview | |
| Conducting Authority | Jharkhand Academic Council |
| Exam Name | JTET 2024, Jharkhand TET, Jharkhand TET 2024 |
| JTET 2024 Notification Released On | 20 July, 2024 |
| Exam Category | Entrance |
| Examination Mode | Offline |
| Application Mode | Online |
| Educational Qualification | Category 1: Candidate must have qualified for class 12 from a recognised board Category 2: Candidate must have completed Graduation from a recognised university |
| Official Site | jac.jharkhand.gov.in/jac |
JTET Maths Syllabus 2024 PDF
JTET Maths Syllabus PDF has been announced for both Paper I and II. The candidates can go through the syllabus PDF for both papers and use them to prepare for the examination. Refer to the table below and skim through it to understand the chapters that should be priortised for the exam.| JTET Maths Paper | JTET Maths Syllabus PDF Link |
| Paper I | Download PDF |
| Paper II | Download PDF |
JTET Maths Syllabus 2024 for Paper I
JTET Maths Syllabus 2024 for Paper I is announced separately for candidates aspiring to become Primary Teachers (Class I to V). Here are the chapters that will be asked in the Jharkhand TET 2024 Exam.- Differential Calculus
- Integral Calculus
- Coordinate geometry
- Trigonometry
- Algebra
- Probability
JTET Maths Syllabus 2024 for Paper II
JTET Maths Syllabus 2024 for Paper II should be checked to know about the chapter wise topics asked in the examination.| Chapters | JTET Maths Syllabus |
| Coordinate Geometry | Change of RECTANGULAR AXES, Condition for the general equation of second degree to represent parabola, ellipse, hyperbola and reduction into standard forms, Equations of tangent and normal (using Calculus). Chord of contact, pole and polar, pair of tangents in reference to general equation of conic. Rectangular, spherical- polar and cylindrical co-ordinates, Direction cosines, Angle between straight lines, equation of planes and straight lines, Shortest distance between the lines, Sphere. |
| Trigonometry | Statement and proof of binomial theorem for any index, Exponential and Logarithmic series. De Moiver’s theorem and its applications, Trigonometric and Exponential function of complex argument and hyperbolic functions. Summation of Trigonometrically series. |
| Differential Calculus | Successive differentiation, Leibnitz’s theorem, Maclaurin’s and Taylor’s series expansions, Partial differentiation, Euler’s theorem for homogeneous functions of two variables, Total differential, jacobian, Tangent and normal, curvature, Asymptotes, Maxima and Minima of functions of two variables, Lagrange’s multipliers. |
| Integral Calculus | Integration of rational and irrational function, Evaluation of definite integrals, Special integrals, differentiation and integration under the sign of integration (Beta and Gamma functions are excluded). Reduction formula. Curve tracing. Length of plane curve and area bounded by plane curves. Volume and surface area of solid of revolution. |
| Real Analysis Limit of functions | Limit, algebra of limit of functions. Continuity and discontinuities, algebra of continuous functions, Intermediate value theorem, location of roots theorem, preservation of intervals theorem, Uniform continuity. Differentiation: Derivability, relationship with continuity, Rolle’s theorem, Lagrange’s and Cauchy Mean val |
| Group Theory Binary operations | Groups- Definition and examples. Uniqueness of identity and inverse of an element in a group, Finite group and group tables, Abelian groups, non-abelian groups, Order of a group, order of an element in a group. Subgroups, Subgroup test, intersection of subgroups. Cyclic group, Permutation group, cycle notation for permutations, product of disjoint cycles, |
| Matrices | Rank of a matrix Echelon form of a matrix, Elementary transformations of a matrix, Elementary matrices, Invariance of rank under elementary transformations, Reduction to normal form, Equivalence of matrices, Rank of sum an product of matrices. Solution of a system of linear equations via matrix methods, Conditions for consistency and inconsistency, Matrix polynomials, Characteristic polynomial, Characteristic equation, Characteristic roots and Characteristic vectors of a matrix. Cayley Hamilton theorem. |
| Differential Equations | Differential equation of firs order but not of first degree, differential equation with constant co-efficient, Equations of the first order but not of the first degree including Clairaut’s form, Singular Solutions. Partial differential equation: Solution of linear partial differential equation by Lagrange’s method. Non linear partial differential equations of order one, Complete integral, Particular integral, Singular integral, general solution, Charpit’s method |
| Complex Analysis | Complex numbers, Continuity and differentiability of functions of complex variable, Analytic functions, Cauchy-Riemann differential equations in Cartesian and polar forms. Conform representation: Transformation, jacobian, Conformal transformation, some general transformations, bilinear transformation, Critical points, fixed points, Cross ratio, fixed points of bilinear transformation |
| Linear Algebra | Vector spaces, subspace, algebra of subspaces, linear combination of vectors, linear span, linear dependence and linear independence, basis and dimension, co-ordinate vector of vector relative to a basis, Complement of a subspace, direct sum and quotient space. Linear 5 transformations, null space, range, rank and nullity of a linear transformation, Sylvester low of nullity, Matrix representation of a linear transformation, algebra of linear transformations, Isomorphism and related theorems, inevitability and isomorphism |
Preparation Tips for JTET Maths Syllabus 2024
If you are preparing for the JTET Maths examination, here are some tips that will help you prepare. Understand the Syllabus Thoroughly: A deep understanding of the JTET Maths syllabus is crucial for effective preparation. Familiarize yourself with the topics covered, their weightage, and the expected depth of knowledge required. This will help you prioritize your study time and focus on the most important areas. Build a Strong Foundation in Mathematical Concepts: A solid foundation in basic mathematical concepts is essential for success in the JTET Maths exam. Review topics like number systems, arithmetic operations, algebra, geometry, and mensuration. Ensure you have a clear understanding of the underlying principles and can apply them to problem-solving. Practice Regularly with Previous Year Question Papers: Solving previous year question papers is an excellent way to assess your preparation level and identify areas where you need to improve. Practice regularly to familiarize yourself with the exam pattern, types of questions, and time management strategies. Analyze your performance to understand your strengths and weaknesses. Focus on Problem-Solving Skills: The JTET Maths exam emphasizes problem-solving abilities. Practice solving a variety of mathematical problems, including word problems, to enhance your problem-solving skills. Develop different approaches to tackle problems and learn to think critically and logically. Use Youtube Videos and Diagrams: Youtube videos and diagrams can help understand and remember mathematical concepts. Use them to visualize abstract concepts and make connections between different topics. This can improve your understanding and retention of the material.JTET Maths Syllabus 2024 FAQs
Is Jharkhand TET Syllabus 2024 available online?
Yes, candidates can download the JTET Syllabus 2024 from the link available on this page.
How many marks are there in the JTET 2024 Exam?
The JTET 2024 Paper 1 exam will be conducted for a total of 150 marks for the five subjects.
What is the JTET Syllabus 2024 PDF?
The JTET 2024 Syllabus PDF comprises of subject-wise topics relevant to the paper 1 and paper 2 examination.
Is there any negative marking in Jharkhand TET 2024?
No, there is no negative marking for the JTET 2024 exam and no marks will be deducted for wrong answers.
Can I get the download link of JTET Syllabus 2024?
Yes, you can get the download link of the JTET Syllabus 2024 PDF from this page.
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