RBI SO Syllabus 2018 | Download RBI Specialist Officer Grade B Exam Pattern PDF @ rbi.org.in

IBPS SO Syllabus and Exam Pattern 2018 – Download PDF

Reserve Bank of India SO Syllabus 2018: RBI Specialist Officer Grade B Syllabus and Exam Pattern are available here. Reserve Bank of India has recently Released RBI SO Recruitment 2018 Official website rbi.org.in.  RBI SO Syllabus is very important for the Exam Preparation to the Candidates. Candidates can check the Complete RBI Specialist Officer Grade B Syllabus along with Exam Pattern which is available in PDF Format. This is very easy to download the Syllabus and Exam Pattern for the Candidates. There is no need to pay for this Download because it is absolutely free for the Candidates. Here in this page The Candidates can get the subject wise syllabus. Each and every subject is available in Separate PDF Format.

RBI SO Grade B Syllabus Download

Candidates…….. Are you searching for RBI SO Grade B Syllabus 2018?…….. Here is the right place for your search. Here in this page, you can get the Complete Information about RBI SO Syllabus and Exam Pattern. Download Reserve Bank of India  Specialist Officer Grade B Syllabus PDF. In our portal Jobsbadi.com we updated the Latest RBI SO  Syllabus and Exam Pattern Topic wise. The Exam pattern Contain the Subjects Included in the Syllabus, and the Exam Duration, total Marks of the Examination, etc.

Click Here to Download RBI SO Grade B New Syllabus and Exam Pattern PDF

Reserve Bank of India Specialist Officer Grade B Exam Pattern PDF – Download

Before going to the Examination the candidate should know the Exam pattern clearly because the exam pattern is very important and necessary for the exam preparation. The Candidate should know what are the topics included in the examination and the Exam duration, total Weightage etc. The Complete Exam Pattern is available in this page. So candidates are requested to download Exam Pattern PDF which is available here. Candidates if you have any doubt regarding this examination, then you can get the complete information from this portal completely.

New Scheme of Selection for recruitment of officers in Grade- ‘B’

  1. Examination Pattern
  • The examination will consist of two phases, viz. – Phase-I & Phase-II followed by an interview.
  • Phase-I examination will be objective type with Multiple Choice Questions (MCQs). The Phase-I examination will continue as per the existing Phase-I examination for Grade-‘B’ (DR). There are four modules in Phase-I, viz.- General Awareness, English Language, Quantitative Aptitude and
  • Phase-II examinations will consist of three papers in MCQ pattern (except Paper-I) – viz. Paper-I on English (writing skills); Paper-II – Economic & Social Issues and Paper-III – (optional subjects) – Finance & Management/ Economics/
  • Candidates will be required to write all the papers
  • Only successful candidates of Phase-I will appear for Phase-II examination on a later
  • Based on the results of Phase-II examinations candidates will be shortlisted for interview.
  • Finl selection will be through merit lists which will be prepared by adding marks secured by candidates in Phase-II (Paper-I + Paper-II + Paper-III) and Interview.

B.   Duration of Examinations and Distribution of Marks

  • Phase-I: Objective Type – 2 hours – 200 marks
  • Phase-II: Three Papers – 300 marks
  • Paper-I – online- English-( writing skills)- 1½ hours – 100 marks
  • Paper-II – Economic and Social Issues – 1½ hours – 100 marks
  • Paper-III – Optional Paper (Finance & Management/ Economics/ Statistics) – 1½ hours – 100 marks
  • Interview: 50 marks

The interview will continue in its existing format.

RBI Specialist Officer Grade B Syllabus 2018

This article is about RBI SO Grade B Syllabus and exam Pattern 2018. The Candidates can download the RBI Specialist Officer Grade BSyllabus and Exam Pattern from its official website rbi.org.in. Here in this page, the candidates can get the Complete RBI SO  Syllabus along with Syllabus and Exam Pattern PDF. On this page Reserve Bank of India SO  Syllabus and Exam Pattern is updated for the Candidates who have to search for RBI SO  Syllabus and Exam Pattern.

RBI SO Grade B Syllabus 2018: RBI SO  Syllabus PDF is available here for the candidates who going for the RBI SO exam. Candidates who want to get good marks in the examination are requested to download RBI SO Grade B Syllabus PDF which is available here. Each and every topic if RBI SO syllabus is updated clearly.

English (Writing Skills):

The paper on English shall be framed in a manner to assess the writing skills including expression and understanding of the topic.

Economic and social Issues:

Growth and Development – Measurement of growth: National Income and per capita income – Poverty Alleviation and Employment Generation in India – Sustainable Development and Environmental issues. Economic Reforms in India – Industrial and Labour Policy – Monetary and Fiscal Policy – Privatization– Role of Economic Planning. Globalization – Opening up of the Indian Economy – Balance of Payments, Export-Import Policy – International Economic Institutions – IMF and World Bank – WTO – Regional Economic Co- operation. Social Structure in India – Multiculturalism – Demographic Trends – Urbanization and Migration – Gender Issues – Social Justice : Positive Discrimination in favor of the under privileged – Social Movements – Indian Political System – Human Development – Social Sectors in India, Health and Education.

Finance and Management:

Finance

Financial System

Regulators of Banks and Financial Institutions

Reserve Bank of India- functions and conduct of monetary policy, Banking System in India, Financial Institutions – SIDBI, EXIM, NABARD, NHB, etc.

Financial Markets

Primary and Secondary Markets (Forex, Money, Bond, Equity, etc.), functions, instruments, recent developments.

General Topics

1Risk Management in Banking Sector

Basics of Derivatives: Forward, Futures and Swap

Changing Landscape of Banking sector

Recent Developments in the Financial Sector, Portfolio Investment, Public Sector Reforms, Disinvestments

Financial Inclusion- use of technology

Alternate source of finance, private and social cost-benefit, Public- Private Partnership

Corporate Governance in Banking Sector, role of e-governance in addressing the issues of corruption and inefficiency in the government sector.

The Union Budget – Direct and Indirect taxes; Non-tax sources of Revenue, GST, Thirteenth Finance Commission and GST, Finance Commission, Fiscal Policy, Fiscal Responsibility and Budget Management Act (FRBM),

Inflation: Definition, trends, estimates, consequences, and remedies (control): WPI, CPI – components and trends

Management:

Management: its nature and scope; The Management Processes; Planning, Organisation, Staffing, Directing and Controlling; The Role of a Manager in an Organisation. Leadership: The Tasks of a Leader; Leadership Styles; Leadership Theories; A successful Leader versus an effective Leader. Human Resource Development: Concept of HRD; Goals of HRD; Performance Appraisal – Potential appraisal and development – Feedback and Performance Counselling – Career Planning – Training and Development – Rewards – Employee Welfare. Motivation, Morale and Incentives: Theories of Motivation; How Managers Motivate; Concept of Morale; Factors determining morale; Role of Incentives in Building up Morale. Communication: Steps in the Communication Process; Communication Channels; Oral versus Written Communication; Verbal versus non-verbal Communication; upward, downward and lateral communication; Barriers to Communication, Role of Information Technology. Corporate Governance: Factors affecting Corporate Governance; Mechanisms of Corporate Governance.

The questions on this section will be basic in nature.

Economics

Microeconomics

Consumers behaviour and firms; value of resources like land, labour and capital

Markets-monopoly, perfect and imperfect competition

General Equilibrium of price and activity, economic welfare and case for regulatory / policy interventions

 

Macroeconomics

Measuring national income and its components; basic macro identities and idea of macro-balance; Goods and Financial Market Equilibrium (IS- LM Framework)

Major macro-economic school of thoughts; Classical, Keynesian and Monetarist

Consumption and Investment demand; demand management policies and their effectiveness

Money demand and supply; monetary and fiscal policies

International Economics

The benefit of International trade; comparative and absolute advantage; effect of International trade on resources allocation and factor price

equalisation; non-conventional trade  barriers, optimum        currency areas and effect of customs union

International finance and exchange rates issues in an open economy, benefits and costs of an inter-connected financial markets; evolution of international financial architecture

Public Economics

Public Goods, instruments of financing, government tax and non-tax revenue

Direct and Indirect taxes, efficiency costs of commodity taxes, income taxation, labour supply and savings, corporate taxation and corporate behaviour

Government expenditure policy-various components, deficit financing and its impact on the economy, government debt and crowding out of private capital

India’s Economy and Development Issues

India’s experimentations with planned development models and the outcomes, structural issues-savings and investment, demography, urbanization, productivity, etc., issues with poverty, inequality and employment

Agriculture- policy and developments, manufacturing competitiveness; what is holding India back, role of public sector enterprises in the key economic sectors, India’s resilient service sector; trade, tourism, communication, ITES, etc.

Financial sector regulation and reforms-banking, insurance and capital market, fiscal policy and the changing priorities of government, emergence of monetary policy and its new role

Statistics:

Probability: Random variables, Theorems of probability, Conditional probability,   Independent   events,   Bayes’   theorem   and   its application, expectation, moments, distribution functions, Binomial, Poisson, Geometric, Exponential, Negative binomial, Hyper geometric, Cauchy, Laplace, Logistic, Pareto, Log-normal, Beta and Gamma distributions, Weibull, Uniform, Bivariate normal distribution and truncated distributions, Markov’s inequality, Chebyshev’s inequality, Cauchy- Schwarz inequality, Laws of large numbers, Central limit theorems and applications.

Statistical Methods: Population and sample, Measures of central tendencies Parameter and Statistic, Correlation and Regression, intra- class correlation, multiple and partial correlations, Spearman’s coefficient of rank correlation, Z, chi-square, t and F statistics and  their properties and applications, Large sample distributions, Variance stabilizing transformations, sin inverse, square root, logarithmic and z transformation.

Linear Models: General Linear models, BLUE, method of least squares, Gauss-Markoff theorem, estimation of error variance, Simple and Multiple linear regression models, Important assumptions and treatments in case of assumption’s violation, Regression diagnostics, Analysis of variance in one, two and three-way classifications, Analysis of Covariance in one and two-way classifications.

Statistical Inference: Properties of estimators, MVUE, Rao-Blackwell and Lehmann-Scheffe theorems, Cramer-Rao inequality, methods of estimation, properties of maximum likelihood and other estimators, confidence intervals. Simple and composite hypotheses, Type I and Type II errors, size and power of a test, Most Powerful and Uniformly Most Powerful tests, Neyman-Pearson lemma, Likelihood Ratio test and its properties and applications. SPRT, OC and ASN functions, Tests of goodness of fit. Parametric vs. Non-parametric Test, Frequently-used non- parametric inferential statistical methods.Multivariate Analysis: Bivariate and Multivariate normal distribution, marginal and conditional distribution, Estimation of mean vector and covariance matrix, Asymptotic properties of estimators, Sampling

distribution  of  X     and S, Mahalanobis D2 and Hotelling’s T2 and its applications.

Optimisation Techniques and Statistical Quality Control: Linear Programming, Transportation Problem, Assignment Problem, Basics of Simulation, Quality control, Process Control and Product Control, control charts, Acceptance Sampling plan, single and double sampling plans (ASN, OC, ATI, LTPD, AOQL).

Sample Surveys and Design of Experiments: Simple and Stratified random sampling, ratio and regression methods of estimation, Double sampling, Systematic, Cluster, two stage and PPS sampling. Sampling and Non-sampling errors. Principles of Design of Experiments, Completely Randomized Design, Randomized Block Design, Latin Square Design, missing plot technique, 22 and 23 factorial designs, Split-Plot Design and Balanced Incomplete Block Design, Fractional factorial experiments

Applied Economic Statistics: Time Series vs. cross sectional data, Multiplicative and additive models, Auto-correlation, Partial autocorrelation, Smoothing techniques, Seasonal and cyclical adjustment. Price and Quantity Index numbers, Types of index numbers and their properties. Chain and Fixed base index numbers, Cost of Living Index numbers, Wholesale Price Index, Consumer Price Index, Index of Industrial Production, Gini’s coefficient, Lorenz curves, Application of Pareto and Lognormal as income distributions.

Vital Statistics: Sources of vital statistics compilation, Errors in census and registration data, Measurement of population, rate and ratio of vital events, Stationary and Stable population, Life Tables, Measures of Fertility, Mortality and Reproduction, Crude rates of natural growth, Pearl’s Vital Index.

Numerical Analysis: Principles of floating point computations and rounding errors, Linear Equations factorization methods, pivoting and scaling, residual error correction method, Iterative methods, Jacobi, Gauss-Seidel methods, Newton and Newton like methods, unconstrained optimization, Lagrange interpolation techniques, Cubic Splines, Error estimates, Polynomials and least squares approximation; Integration by interpolation, adaptive quadratures and Gauss methods.

Basic Computer Applications: Functional organization of computers, algorithms, basic programming concepts, Program testing and debugging, Subprograms and Subroutines, Sorting/searching methods, Database Management Systems, Software Engineering, Basic of Networking, Internet Technologies, Web and HTML, Distributed systems, Programming using C, MINITAB and FORTRAN.

 

 

 

 

 

 

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