As all of you are aware, In SSC CGL Tier 2 there are Paper 3 & 4 which are optional paper . In this article i have discussed the Syllabus and Pattern for Paper 3 i.e. Statistics Paper. This paper is conducted for Junior Statistical Officer (JSO). Aspirants who have applied for JSO have to take Quantitative Aptitude (Paper I), English Comprehension (Paper II) and Statistics (Paper III).
SSC Jr.
Statistical Investigator Exam Pattern
The 3rd paper of SSC CGL Tier 2 is of Jr. Statistical Investigator. Below I have discussed exact pattern of paper is:
Section
|
Number
of Questions
|
Maximum
Marks
|
Time
|
Mode of
Exam
|
Statistics
|
100
|
200
|
2 Hours
|
Online
|
*There will be negative marking of 0.5 marks for every wrong
response.
SSC CGL Statistical Investigator Syllabus Tier 2
The syllabus of this paper covers important topics of
Statistics. The level of topics is of graduation level. The aspirants are
advised to first clear the basic concepts and then move to the advanced level
of a particular topics.The knowledge of topics is a must for the preparation of
Jr. Statistical Investigator paper 3. The detailed syllabus for these two
sections is given below in the table format:
Section
|
Topics
|
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 and mode.
|
Partition values - quartiles,
deciles and 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 correlations (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
|
|
point distribution of two random
variable
|
|
Sampling Theory
|
Concept of population and sample
|
Parameter and statistic
|
|
Sampling and non-sampling errors
|
|
Probability and non-probability
sampling techniques
|
|
Simple random sampling, stratified
sampling, multistage sampling, multiphase sampling, cluster sampling,
systematic sampling, purposive sampling, convenience sampling and quota
sampling
|
|
Sampling distribution
|
|
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
|
The above-listed
topics are the complete set which you are required to cover. While preparing
for this paper keep some points in mind:-
- Cover syllabus from a good book. While deciding book, the language of the book and the quality of content is an important factor to be kept in mind.
- Don't go in-depth of any topic. Cover the basic definition and characteristics.
- Don't skip numerical questions in Statistics. There are certain topics in Statics which are of high weight-age in terms of concepts and numerical questions i.e. Conditional probability, Bayes’ theorem, Different types of moments and their relationship, Determinations of trend component by different methods etc.
- Stick to the above -given syllabus while preparing for this paper.
- After covering above-listed topics start taking mock tests. And also do the proper analysis of the mock tests for proper understanding of the grey areas to cover.
- Try to manage time for this paper also along with the preparation of other papers of Tier-2.
- Don’t waste much time on a single topic. As time resource is scarce, you have to use it very intelligently.
- Do a proper analysis of quizzes and mock tests you take.
The aspirants are
advised to go through this article very attentively as each and every minute
details have been covered which are essential for the paper of Jr. Statistical
Investigator paper.
Please suggest some recommendations if you have.

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