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Aspirants who have applied for SSC CGL 2017 written exam should also know about the Pattern So for the latest exam pattern the appliers should visit the SSC official web portal Latest SSC CGL 2017 Exam Pattern Syllabus so that appliers may know about the SSC Combined Graduate Level Exam 2017 Pattern Changes in Pattern of Tier I Tier II of CGL 2017 Exam Scheme. Visit the official web portal for SSC CGL Tier II Syllabus 2017 & Exam pattern also.
Exam Pattern For Tier II :- As provided Below / Mentioned Below.
PAPER Subject No. Of Questions Maximum Marks
III Statistics 100 200
I Quantitative Abilities 100 200
II English Language &
Comprehension 200 200
Time Duration is 120 minutes (2 Hour) for Each of the Papers.
There will be negative marking of 0.25 marks in Paper-II and 0.50 marks in Paper-I and Paper-III for each wrong answer.
Paper-I & II are compulsory for all the categories of posts. Paper-III is only for those candidates who apply for the post of Statistical Investigator Gr.II & Compiler.
SSC CGL 2017 Tier II Syllabus:-
Paper-I Quantitative Ability : - The questions will be designed to test the ability of appropriate use of numbers and number sense of the candidate. The scope of the test will be the computation of whole numbers, decimals ,fractions and relationships between numbers, Percentage. Ratio & Proportion,Square roots, Averages, Interest, Profit and Loss, Discount, Partnership Business, Mixture and Alligation, Time and distance, Time & Work.
Basic algebraic identities of School Algebra & Elementary surds, Graphs of Linear Equations, Triangle and its various kinds of centres, Congruence and similarity of triangles, Circle and its chords, tangents, angles subtended by chords of a circle, common tangents to two or more circles, Triangle, Quadrilaterals, Regular Polygons , Circle.
Right Prism, Right Circular Cone, Right Circular Cylinder, Sphere, Hemispheres, Rectangular Parallelepiped, Regular Right Pyramid with triangular or square base, Trigonometric ratio, Degree and Radian Measures, Standard Identities, Complementary angles, Heights and Distances, Histogram, Frequency polygon, Bar diagram & Pie chart.
Paper-II English Language & Comprehension:- Questions in this components will be designed to test the candidate’s understanding and knowledge of English Language and will be based on spot the error, fill in the blanks, synonyms, antonyms, spelling/detecting mis-spelt words, idioms & phrases, one word substitution, improvement of sentences, active/passive voice of verbs, conversion into direct/indirect narration, shuffling of sentence parts, shuffling of sentences in a passage, cloze passage & comprehension passage.
Paper-III : Statistics for Investigator Grade-II:-
Collection Classification and Presentation of Statistical Data – Primary and Secondary data, Methods of data collection; Tabulation of data; Graphs and charts; Frequency distributions; Diagrammatic presentation of frequency distributions.
Measures of Central Tendency : – Common measures of central tendency – mean median andmode; Partition values- quartiles, deciles, percentiles. Measures of Dispersion– Common measures dispersion – range, quartile deviations, mean deviation and standard deviation; Measures of relative dispersion. Moments, Skewness and Kurtosis – Different types of moments and their relationship, meaning of skewness and kurtosis; different measures of skewness and kurtosis.
Correlation and Regression – Scatter diagram; simple correlation coefficient; simple
regression lines; Spearman’s rank correlation; Measures of association of attributes; Multiple regression; Multiple and partial correlation (For three variables only).
Probability Theory – Meaning of probability; Different definitions of probability; Conditional probability; Compound probability; Independent events; Bayes’ theorem.
Random Variable and Probability Distributions – Random variable; Probability functions; Expectation and Variance of a random variable; Higher moments of a random variable; Binomial , Poisson, Normal and Exponential distributions; Joint distribution of two random variable (discrete).
Sampling Theory : – Concept of population and sample; Parameter and statistic, Sampling
and non-sampling errors; Probability and non-probability sampling techniques(simple randomsampling, stratified sampling, multistage sampling, multiphase sampling, cluster sampling, systematic sampling, purposive sampling, convenience sampling and quota sampling); Sampling distribution(statement only); Sample size decisions.
Statistical Inference: – Point estimation and interval estimation, Properties of a good
estimator, Methods of estimation (Moments method, Maximum likelihood method, Least squares method), Testing of hypothesis, Basic concept of testing, Small sample and large
sample tests, Tests based on Z, t, Chi-square and F statistic, Confidence intervals.
Analysis of Variance: – Analysis of one-way classified data and two-way classified data.
Time Series Analysis – Components of time series, Determinations of trend component by different methods, Measurement of seasonal variation by different methods.
Index Numbers :– Meaning of Index Numbers, Problems in the construction of index numbers, Types of index number, Different formulae, Base shifting and splicing of index numbers, Cost of living Index Numbers, Uses of Index Numbers.
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