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JSSC JTGLCCE Block Statistical Supervisor & Auditor Syllabus 2026, Exam Pattern
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JSSC JTGLCCE Block Statistical Supervisor & Auditor Syllabus 2026, Exam Pattern, Exam Date 2026
JSSC JTGLCCE Block Statistical Supervisor & Auditor Syllabus 2026
| Organization Name | Jharkhand Staff Selection Commission (JSSC) |
| Exam Name | Jharkhand Technical / Special Qualification Graduate Level Combined Competitive Examination-2026 |
| Posts Name | Block Statistical Supervisor/ Junior Statistical Assistant/ Investigator, Auditor |
| No of Posts | 373 |
| Application Mode | Online |
| Category | Syllabus and Exam Pattern |
| Job Location | Jharkhand |
| Official website | jharkhand.gov.in |
JSSC JTGLCCE Block Statistical Supervisor & Auditor Syllabus 2026
Prelims Exam Syllabus :-
General Studies -
1. Current affairs
2. Scientific progress
3. National/international awards
4. Indian languages
5. Books
6. Scripts
7. Capital
8. Currency
9. Sports-players
10. Important events
11. History of India
12. Culture
13. Geography
14. Environment
15. Economic scenario
16. Freedom movement
17. Main features of Indian agriculture and natural resources and the Constitution and polity of India
18. Political system of the country
19. Panchayati Raj, community development, five-year plan.
20. General information about the geographical location and political situation of Jharkhand state.
Knowledge related to Jharkhand State:
1. Geography
2. History
3. Civilization
4. Culture
5. Language-literature
6. Places
7. Mines-minerals
8. Industry
9. Jharkhand's contribution in the national movement
10. Literature
11. Development plans
12. Sportspersons
13. Personalities
14. Civic achievements, awards, topics of national and international importance etc.
General Mathematics:
1. Arithmetic
2. Elementary algebra
3. Geometry
4. General trigonometry
5. Field measurement.
6. Usually it will have matric/class 10 level questions.
General Science: The questions on General Science will have general understanding and appreciation of Science based on day-to-day observation and experience, as expected of a well-educated person who has not made a special study of any Science subject.
Mental Ability Test:
1. Similarity
2. Similarity and Difference
3. Spatial Imagination
4. Problem Solving
5. Analysis Visual Memory
6. Differentiation
7. Observation
8. Related Concepts
9. Numerical Reasoning Power
10. Numerical Number Series and Code Writing and Code Interpretation.
Main Exam Syllabus Paper-1 (Language Knowledge) :
(क) हिन्दी भाषा ज्ञान :-
(i) हिन्दी अनुच्छेद पर आधारित प्रश्न
(ii) हिन्दी व्याकरण पर आधारित प्रश्न
इस विषय में हिन्दी अपठित अनुच्छेद (Unseen Passage) तथा हिन्दी व्याकरण पर आधारित प्रश्न रहेंगे।
(ख) अंग्रेजी भाषा ज्ञान :-I
(i) अंग्रेजी अनुच्छेद पर आधारित प्रश्न 30 प्रश्न
(ii) अंग्रेजी व्याकरण पर आधारित प्रश्न 30 प्रश्न
इस विषय में अंग्रेजी अपठित अनुच्छेद (Unseen Passage) तथा अंग्रेजी व्याकरण पर आधारित प्रश्न रहेंगे।
Paper-2 (Tribal and Regional Languages)
Candidates will be able to take the exam in one of the following languages: Hindi, English, Sanskrit, Urdu, Santhali, Bengali, Mundari (Munda), Ho, Kharia, Kudukh (Uraon), Kurmali, Khortha, Nagpuri, Panchpargania, and Oriya.
Paper 3 Technical Subject : (Block Statistical Supervisor & Auditor)
Economics :
1.Advance Micro Economics: -
a) Marshallian and Varrasiam Approaches to Price determination.
b) Alternative Distribution Theories: Ricardo, Kaldor, Kaleeki.
c) Markets Structure: Monopolistic Competition, Duopoly, Oligopoly.
d) Modern Welfare Criteria: Pareto Hicks and Scitovsky, Arrow's Impossibility Theorem, A. K. Sen's Social Welfare Function.
2. Advance Macro Economics:
Approaches to Employment Income and Interest Rate determination: Classical, Keynes (IS)- LM) curve, Neo-classical synthesis and new classical, Theories of Interest Rate determination and Interest Rate Structure.
3. Money-Banking and Finance:
a) Demand for and Supply of Money: Money Multiplier Quantity Theory of Money (Fisher. Pique and Friedman) and Keyne's Theory on Demand for Money, Goals and Instruments of Monetary Management in Closed and Open Economies. Relation between the Central Bank and the Treasury. Proposal for ceiling on growth rate of money.
b) Public Finance and its Role in market Economy: In stabilization of supply, allocation of resources and distribution and development Sources of Government revenue, forms of Taxes and Subsidies, their incidence and effects. Limits to laxation, loans, crowdingout effects and limits to borrowings. Public expenditure and its effects.
4. International Economics:
a) old and new theories of International Trade.
i. Comparative advantage.
ii. Terms of Trade and Offer Curve.
iii. Product Cyole and Strategic Trade Theories.
iv. Trade as an engine of growth and theories of underdevelopment in an open economy.
b) Forms of Protection: Tariff and quota.
c) Balance of Payments Adjustment: Alternative Approaches.
i. Price versus income, income adjustments under fixed exchange rates
ii. Theories of Policy Mix.
iii. Exchange rate adjustments under capital mobility.
iv. Floating Rates and their Implications for Developing Countries: Currency
v. Trade Policy and Developing Countries.
vi. BOP, adjustments and Policy Coordination in open economy macro model.
vii. Speculative attacks.
viii. Trade Blocks and Unions.
ix. WTO: TRIMS, TRIPS, Domestic Measures, Different Rounds of WTO talks,
5. Growth and Development:
Theories of growth: Harrod's model:
i. Lewis model of development with surplus labour.
ii. Balanced Unbalanced Growth,
iii. Human Capitals and Economic Growth.
iv. Research and Development and Economic Growth.
b) Process of Economic Development of less developed countries: Myrdal and Kuzments on economic development and structural change: Role of Agriculture in Economic Development of less developed countries.
c) Economic Development and International Trade and Investment. Role of Multinationals.
d) Planning and Economic Development: changing role of Markets and Planning. Private-Public Partnership.
e) Welfare indicators and measures of growth-Human Development Indices. The basic needs approach.
Development and Environmental Sustainability Renewable and Non-renewable Resources, Environmental Degradation, Intergenerational equity development. Indian economics in Post-Independence Era: Land System and its changes, Commercialization of agriculture Drain theory, Laissez faire theory and critique. Manufacture and Transport: Jute, Cotton, Railways, Money and Credit, Indian economy after Independence:
A. The Pre-Liberalization Era:
i. Contribution of Vakil, Gadgil and V.K.R.V. Reo.
ii. Agriculture: Land Reforms and land tenure system, Green Revolution and capital
formation in agriculture.
iii. Industry Trends in composition and growth, Role of public and private sector. small scale and cottage industries.
iv. National and Per capita income: Patterns, trends, aggregate and sectoral composition and changes therein.
v. Broad factors determining National Income and distribution, Measures of poverty, Trends in poverty and inequality.
B. The Post-Liberalization Era:
i. New Economic Reform and Agriculture: Agriculture and WTO, Food processing, subsidies. Agricultural prices and public distribution system, Impact of public expenditure on agricultural growth.
ii. New Economic Policy and Industry: Strategy of industrialization, Privatization, Disinvestments, Role of foreign direct investment and multinationals
iii. New Economic Policy and Trade: Intellectual property rights: Implications of TRIPS. TRIMS, GATS and new EXIM policy
iv. New Exchange Rate Regime: Partial and full convertibility. Capital account convertibility
v. New Economic Policy and Public Finance: Fiscal Responsibility Act. Twelfth Finance Commission and Fiscal Federalism and Fiscal Consolidation.
vi. New Economic Policy and Monetary System. Role of RBI under the new regime.
vii. Planning: From central Planning to indivative planning, Relation between planning and markets for growth and decentralized planning: 73rd and 74th Constitutional amendments.
viii. New Economic Policy and Employment: Employment and poverty. Rural wages, Employment Generation, Poverty alleviation schemes. New Rural. employment Guarantee Scheme.
(2) Commerce :-
1. Accounting. Auditing and Taxation.
a) Accounting as a financial information system -Impact of behavioral sciencesMethods of accounting of changing price levels with particulars reference to current
Purchasing Power (CPP) accounting Advanced problems of company accountsAmalgamation absorption and reconstruction of companies-Accounting of holding
companies-Valuation of shares and goodwill. Controllership functions- property
control legal and management.
b) Important provisions of the Income Tax Act. 1961- Definition charge of Income tax Exemptions Depreciation and Investment allowance-Simple problems of
computation of income under the various heads and determination of assessable income-Income tax authorities.
c) Nature and functions of Cost Accounting Cost classification -Techniques of segregating semi-variable costs into fixed and variable components Job costing FIFO and weighted average methods or calculating equivalent units of production Reconciliation of cost and financial accounts -Marginal Costing- Cost volume- profit relationship, Algebraic formulae and graphical representationShut-down pointTechniques of cost control and cost reduction-Budgetary control. flexible Budget Standard costing and variance analysis responsibility accounting- Bases of charging overheads and their inherent fallacy costing for pricing decisions.
d) Significance of the attest function-Programming the audit-works-Valuation and verification of assets, fixed, wasting and current assets Verification of liabilities Audit of limited companies appointment status, power, duties and liabilities of the auditor Auditor's report-Audit of share capital and transfer of shares Special point in the audit of banking and insurance companies.
2. BUSINESS FINANCE AND FINANCIAL INSTITUTIONS.
a) Concept and scope of Financial Management: Financial goals of corporations Capital budgeting; Rules of the thumb and Discounted cash flow approaches Incorporating uncertainty in investment decisions Designing an optimal capital structure Weighted average cost of capital and the controversy surrounding the Modigliani and miller model, sources of raising short-term, intermediate and long-term finance Role of public and convertible debentures Norms and guidelines regarding debt-equity rations, Determinants of an optimal dividend policy-optimizing models of James Ewalter and Joha Lintner-Forms of dividend payment - Structure of working capital and the variable affecting the level of difference of components Cash now approach of forecasting working capital needs Profiles of working capital in Indian industries Credit management and credit policy Consideration to tax in relation to financial planning and cash flow statements
b) Organisation and deficiencies of Indian money Market structure of assets and liabilities of commercial banks -Achievements and failures of nationalisation Regional rural banks - Recommendations of the Tandon (P.L) study group on following of bank credit, 1976 and their revision by the chore (K.B.). committee, 1979 An assessment of the monetary and credit policies of the Reserve bank of India Constituents of the Indian Capital Market Functions and working of All India term Financial institutions (IDBI, IFCI, ICICI, and IRCI) Investment policies of the Life Insurance corporation of India and the Unit Trust of India Present state of stock
exchanges and their regulation.
c) Provision of the Negotiable Instruments Act, 1881.
d) Crossings and endorsements with particular reference to statutory protection to the paying and collecting bankers Salient Provision of the Banking Regulation Act, 1949 with regard to chartering, supervision and regulation of banks.
3. Organization Theory and Industrial Relations.
a) ORGANISATION THEORY:
i) Nature and concept of organization: Organization goals Primary and secondary goals Single and Multiple goals, ends succession, expansion and multiplication of goals Structure-Line and Staff, functional matrix, and project functions and limitations. means chain-Displacement, Formal organization: Type, Informal organization
ii) Evolution of organisation theory: (classical, Neo-classical and system approach Bureaucracy Nature and basis of power, sources of power, power structure and politics Organisation behaviour as a dynamic system: technical social and power systems interrelations and interactions Perception-Status system: Theoretical and empirical foundations of Maslow, Megergore, Horzberg, Likert, Vroom, porter and Lawler, Odam and Human Models of motivation. Morale and productivity-
Leadership: Theories and styles Management of Conflicts in organization Transactional Analysis Significance of culture to organisatons. Limits of rationality simon March approach.
Organisation change, adaptation, growth and development-Organisation control and effectiveness.
b) INDUSTRIAL RELATIONS:
i) Nature and scope of industrial relations: Industrial labour in India and its commitment Theories of unionism -Trade union Movement in India Growth and structure-Role of outside leadership-Workers education and other problems Collective bargaining-approaches conditions, limitation and its effectiveness in Indian conditions-Workers participation in management: philosophy, rational, present day state of affairs and its future prospects
ii) Prevention and settlement of industrial disputes in India: preventive measures, settlement machinery and other measures in practice industrial relations in public enterprises Absenteeism and Iabour turn-over International Labour Organisation and India Role of personnel department in the organization- Executive development, personnel policies, personnel audit and personnel research.
Mathematics :
1. Linear Algebra: Vector space, Linear dependence and independence, Subspace, bases, dimension, Finite dimensional vector spaces. Matrices: Cayley Hamilton theorem, Eigen values and Eigen vectors, Matrix of transformation, row and column reduction, Echelon form, Rank, Equivalence, Congruence and Similarity. Reduction to Canonical forms. Orthogonal and Unitary reduction of quadratic and hermitian forms, positive definite quadratic forms.
2. Calculus: Real numbers, Bounded sets, Open and Closed sets, Real sequences, Limits, Continuity, Differentiability, Mean value theorems, Taylor's theorem with remainders, Indeterminate form, Maxima and Minima, Asymptotes, Functions of several variables, Lagrange method of multipliers, jacobian, Riemann's definition of definite integrals. Indefinite integrals, infinite & improper integrals, beta & beta gamma functions, double and triple integrals (evaluation techniques only). areas, surface and volumes, centre of gravity.
3. Analytic geometry: Cartesian and polar co-ordinates in two and three dimensions, second degree equations in two and three dimensions. reduction to canonical forms, straight lines, shortest distance between two skew lines plane, sphere, cone, cylinder, paraboloid, ellipsoid, hyperboloid of one and two sheets and their properties.
4. Ordinary differential equations: Formulation of differential equation order and degree, equations of first order and first degree, integrating factors, equations of first order but not of first degree, calariaut's equation singular solution. Higher order linear equations with constant coefficients, complementar functions and particular integrals, general solution, Euler-Cauchy equation Second order linear equations with variable coefficients, determination complete solution when one solution is known, method of variation of parameters
5. Dynamics, Statics and Hydrostatics: Degree of freedom and constraints, rectilinear motion, simple harmonic motion, motion in a plane projectile, constrained motion, work and energy, conservation of energy, motion under impulsive forces, kepler's law, orbit under central forces, motion of varying mass, motion under resistance. Equilibrium of a system of particles, work and potential energy, friction, c catenary, principle of virtual work, stability of equilibrium, equilibrium of fores in three dimensions.
Pressure of heavy fluids, equilibrium of fluids under a given system of forces, Bernoulli's equation, center of pressure, thrust on curved surfaces, equilibrium of floating bodies, stability of equilibrium, metacenter, pressure of gases.
6. Vector analysis: Scalar and vector fields, triple products, differentiation of vector function of scalar variable, gradient, divergence and curl in Cartesian, cylindrical and spherical coordinates and their physical interpretation. Higher order derivatives, vector identities and vector equations. Application to geometry: Curves in spaces, curvature and torsion, Serret-Frenet formulae Gauss and Stoke's theorem, Green's identities.
7. Algebra: Groups, Sub groups, normal subgroups, homomorphism of groups, quotient groups basic isomorphism theorem, Sylow's theorem, permutation groups, Cayley theorem. Rings and ideals, principal ideal Domains, Unique Factorisation Domains and Euclidean Domains, and Euclidean Domains, field extensions, finite fields.
8. Complex Analysis: Analytic function, Cauchy-Riemann equations, Cauchy's theorem Cauchy's integral formula, power series, taylor's series, Laurent's scries, Singularities, Cauchy Rasidue theorem, Contour integration, Conformal mapping. Bilinear transformation.
9. Operations Research: Linear programming problems, basic solution, basic feasible solution and optimal solution. Graphical method and simplex method of solution, Duality, Transportation and assignment problems. Analysis of steady state and transient solution for queueing system with poisson
arrivals and exponential service time. Deterministic replacement models, sequencing problem with two machines and n jobs, 3 machines and n jobs (special case).
10. Mathematical Modeling :
(a) Difference and differential equation growth models: Single specięs population models, Population growth an age structure model. The spread of technological innovation.
(b) Higher order linear models - A Model for the detection of diabetes.
(c) Nonlinear population growth models: prey- predator models, Epidemic growth models
(d) An Application in environment: Urban wastes water management planning models.
(e) Models from political science: Proportional representation (cumulative and comparison voting) models.
11. Partial differential equations: Curves and surfaces in three dimensions, formulation of partial differential equations, solutions of equations, solutions of equation of type dx/P=dy/Q=dz/R; orthogonal trajectories, pfaffian differential equations, partial differential equations of the first order, solution by Cauchy's method of characteristics, charpit's method of solution, linear partial differential equations of the second order with constant coefficients, equations of vibrating string, heat equation, Laplace equations.
12. Probability: Notion of probability: Random experiment, Sample space, axioms of probability, Elementary properties of probability, equally likely outcome problems. Random variables: Concept, cumulative distribution function, discrete and continuous random variables, expectations, mean, variance, moment generating function Discrete distribution: Binomial, geometric, poisson. Continuous distribution: Uniform, Exonetial, Normal, Conditional probability, and conditional expectation, Bayes theorem, independence, computing expectation by conditioning. Bivariate random variables: Joint distribution, Joint and Conditional distributions. Functions of random variables: Sum of random variables, the law of large number and central limit theorem, approximation of distributions.
13. Mechanics and fluid dynamics: Generalised co-ordinates, holonomic and nonholonomic systems D'Alembert's principle and Langrage's equation, Hamilton
equations, moment of inertia, motion of rigid bodies in two dimensions. Equation of continuity, Euler's equations of motion for inviscid flow, stream-lines, path of a particle, potential flow. Two dimensional and axisymytric motion, sources and sinks, votex motion, flow past a cylinder and a sphere, method of images, NavierStocke's equation, for a viscous filid.
14. Discrete Mathematics: Introduction to graph theory: graphs and degree sum theorem, connected graph, bi-partite graphs, trees, Eulerian and Hammiltonian graph, plane graph and Euler's theorem, planar graphs, 5-color theorem, marriage theorem.
15. Logic: Logical connectives negation, quantifiers , compound statement, Truth table Tautologies, Boolean algebra- Lattices, geometrical lattices and algebraic structures, duality, distributive and complemented lattices, boolean lettices and boolean algebras, booleoan functions and expressions, design and implementation of digital networks, switching circuits.
4. Statistics :-
i). Probability -Sample space and events, probability measures and probability space, Statistical independence, Random variable as a mensurable function, Discrete and continuous random variables, Probability density and distribution functions, marginal and conditional distributions functions of random variables and their distributions, expectation and movements, conditional expectation, correlation co-efficient, convergence In probability in LP almost everywhere, Markov, Chebychev and Kalmogrov inequalities, Borel Cantellilemma, Weak and strong law of large numbers probability generating and characteristic functions. Uniqueness and continuity theorems. Determination of distribution by moments Linderberg-Levy Central limit theorem. Standard discrete and continuous probability distributions, their interrelations including limiting cases
ii. Statistical Inference - Properties of estimates, consistency, unbiasedness, efficiency, sufficiency and completeness Cromer-Rao bond, Minimum variance unbiased estimation, Rao Blockwell and Lehmann Sheffe's theorem methods of estimation by moments maximum likelihood, minimum Chi-square. Properties of maximun likelihood estimators confidence intervals for parameters of standards distributions.
Simple and composite hypotheses, statistical tests and critical region, two kinds c error, power function unbiased tests, most powerful and uniformly most powerful tests Neyman person Lemma, Optimal tests for simple hypotheses concerning on parameter, monotone likelihood ratio property and its use in constructing UMP tes likelihood ratio criterion and its asymptotic distribution, Chi-square and Kolmogo tests for goodness of fit. Run test for randomness. Sign test for Location, Wilcoxo Mann-whitney test and Kologor-Simirnov test for the two sample Distribution-free confidence intervals for quantities and confidence bands for distribution functions. Notions of a sequential test, Walds, SPRT, its CC and ASN function.
iii. linear Inference and Multivariate Analysis -Theory of least squares and Analysis of variance, Gausse Markoff theory, normal equations, least square estimates and their precision. Tests of significance and intervals estimates based on least square theory in one way, two way and three way classified data Regression Analysis, linear regression, estimates and tests about correlation and regression coefficient curve linear regression and orthogonal polynomials, test for linearity of regression Multivariate normal distribution, multiple regression, multiple and partial correlation Mahalanobis D2 and Hotelling T2-Statistics and their applications (derivations of distribution of D2 and T2 excluded) Fisher's discriminant analysis
iv. Sampling Theory and Design of Experiments -Nature and scope of sampling, simple random sampling, sampling from finite populations with and without replacement, estimation of the standard errors sampling with equal probabilities and PPS sampling Stratified random and systematic sampling, two stage and multi-stage sampling, multiphase and cluster sampling schemes. Estimation of population total and mean, use of biased and unbiased estimates auxillary variables, double sampling standard errors of estimates cost and variance functions ratic and regression estimates and their relative efficiency. Planning and organization of sample surveys with special reference to recent large scale surveys conducted in India
Principles of experimental designs, CRD, RBD, LSD, missing plot technique factorial experiments 2nd and 3rd design general theory of total and partial confounding and fractional replication. Analysis of split plot, BIB and simple lattice designs.
v. Engineering Statistics- Concepts of quality and meaning of control, Different types of control charts like X-R Charts, P charts np charts and cumulative sum control charts. Sampling inspection Vs 100 percent inspection. Single, double multiple and sequential sampling plans for attributes inspection, OC ASN and ATI curves. Concept of producer's risk and consumer's risk. AQI, AOQL, LTPD etc. Variable sampling plants. Definition of Reliability, maintainability and availability Life distribution failure rate and bath-tub, failure curve exponential and Weibull models, Reliability of series and parallel systems and other simple configurations. Different types of redundancy like hot and cold and use of redundancy in reliability improvement problems in life testing, Censored and truncated experiments for exponential model.
vi. Operational Research- Scope and definition of Or different types of models, their construction and obtaining solution. Homogenous discrete time Markov chains, transition probability matrix, classification of states and ergodic theorems. Homogenous continuous time Markov chains. Elements of quening theory, M/M/1 and M/M/K queues, the problem of machine interference and GI/M/I and B/GI queues.
Concept of scientific inventory management and analytical structure of inventory problems simple models with deterministic and stochastic demand with and without lead time. Storage models with particular reference to dam type. The Structure and formation of a linear programming problem. The simplex procedure two phase methods and charnes-M Method with artificial variables. The quality theory of linear programming and its economic interpretation. Sensitivity analysis.
vii. Transportation and Assignment Problems Replacement of items that fail and those that deteriorate, group and individual replacement policies. Introduction to computers and elements of Fortran IV Programming Formats for input and output statements, specification and logical statements and subroutines. Application to some simple statistical problems.
viii. Quantitative Economics -Concept of time-series, additive and multiplicative modols, resolution into four components, determination of trend by free-hand drawing. Moving averages and fitting of mathematical curves, seasonal indices and estimate of the variance of the random components. Definition, construction, interpretation and limitation of index numbers, Lespeyre parsche Ecgewoth-marshall and Fisher index numbers their comparitions tests for index numbers and construction of cost of living index. Theory and analysis of consumer demand - Specification and estimation of demand functions. Demand elasticities. Theory of production, supply functions and elasticities, input demand functions. Estimation of parameters in single equation. model-classical least square generalized least squares beteroscedasticity, serial correlation multicollinearity, errors in variables model, simultaneous equation modelsIdentification. Rank and order conditions. Indirect least squares and two stage least squares, short-term economic forecasting.
ix. Demography and psychometry Sources of demographic data: Census registration: NSS and other demographic surveys. Limitation and uses of demographic data.
Vital rates and rations: Definition construction and uses.
Life tables complete and absidged construction of life tables from vital statistics and census returns uses of life tables. Logistic and other population growth curves.
Measure of fertility. Gross and net reproduction rates. Stable population theory. Uses of stable and quasi-stable population techniques in estimation of demographic parameters. Morbidity and its measurement Standard Classification by cause of death Health surveys and use of hospital statistics. Educational and psychological statistics methods of Standardization scales and tests. IQ tests. reliability of tests and T and Z scores.
b) General Studies (Total Questions-20):-
The questions will be aimed at assessing the candidate's general knowledge and their application to society. Knowledge of current events and everyday matters, such as a keen observation and scientific approach to them, is expected of any educated individual. Questions may be specifically asked about Jharkhand, India, and neighboring countries, including current affairs, scientific advancements, national/international awards, Indian languages, and so on.
Books, script, capital, currency, sportspersons, important events. India's history, culture, geography, environment, economic scenario, freedom movement, salient features of Indian agriculture and natural resources and the Constitution and polity of India, the political system of the country, Panchayati Raj, community development, five-year plans.
General information about the geographical and political situation of Jharkhand state.
(ii) General Science (Total Questions-20):-
General Science questions will involve questions relating to a general understanding of science based on everyday observation and experience, as expected of a well-educated person who has not specifically studied any science subject.
(iii) General Mathematics (Total Questions-10):-
This subject will generally contain questions related to arithmetic, elementary algebra, geometry, general trigonometry, area measurement. Usually it will have matric/10th class level questions.
JSSC JTGLCCE Block Statistical Supervisor & Auditor Exam Pattern 2026
Prelims Exam :
Duration : 120 Minutes
Negative Marking : 01
| S.No | Subject | No.of Question | Marks |
| 1 | General Studies | 30 | 90 |
| 2 | Knowledge related to Jharkhand State | 60 | 180 |
| 3 | General Mathematics | 10 | 30 |
| 4 | General Science | 10 | 30 |
| 5 | Mental Ability Test | 10 | 30 |
| Total | 120 | 360 |
Mains Exam
Negative Marking : 01
| Papers | Subject | No.of Question | Marks | Duration |
| Paper 1 | Language Knowledge Hindi-60 English-60 |
120 | 360 | 2 Hour |
| Total | 120 | 360 | 2 Hour | |
| Paper 2 | Tribal and Regional Languages | 100 | 300 | 2 Hour |
| Total | 100 | 300 | 2 Hour | |
| Paper 3 | Technical Subject | 100 | 300 | 2 Hour 30 Minutes |
| General Studies | 20 | 60 | ||
| General Science | 20 | 60 | ||
| General Mathematics | 10 | 30 | ||
| Total | 150 | 450 | 2 Hour 30 Minutes |
Exam Date 2026 : Notified Soon
Starting Date of Application Form : 01st June 2026
Last Date of Application Form : 20th July 2026
Total Post : 373