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PPSC Syllabus For Political Science Lecturer 2021 Sample Test Pattern

Applicants are welcomed by the Punjab Public Service Commission for the posts of Political Science Lecturer BS-17. The Higher Education Department has declared employments for the both male and female Candidates. All the competitors who have the domicile of Province Punjab are qualified for the posts. The PPSC will lead recruitment test from the applicants after reviewing the application. People ought to have the necessary capability to become able for such Posts. Here we provide all the data with complete information you should peruse it till end.

PPSC Political Science Lecturer Jobs Test Syllabus:

Political Science syllabus is 80% consist of Political Sciencesubject while 20% paper consists of General Knowledge subjects. The total marks of the paper are 100 and the total time is 90 minutes.

Sr No Subject Marks
01 Political Science 80
02 General Knowledge 20
03 Mark of Each Question
04 Negative Mark 0.5
05 Total Marks 100


Descriptive Statistics: (15%)
Nature and scope of Statistics. Organizing and classification of data. Population and sample. Variables, Measurement scales. Descriptive and Inferential Statistics. Description of data by frequency tables and graphs. Stem and leaf plot and Box and whisker plot. Arithmetic Mean, Geometric Mean, Harmonic Mean, Mode, Median, Quartiles. Properties of Mean with proofs. Relative Merits and Demerits of various averages. Weighted Arithmetic Mean. Empirical Relation between Mean, Median and Mode. Absolute and Relative Measures of dispersion: Range, Semi-Inter Quartile Range, Mean Deviation, Variance, Standard Deviation, Coefficient of Variation, Coefficient of Mean Deviation, Coefficient of quartile Deviation. Properties of Variance and Standard Deviation with proofs. Standardized Variables. Moments, Moments Ratios, Sheppard’s Correction, Skewness and Kurtosis. Chebechev’s theorem and its application.

Concepts of Probability: (05%)
Operation in sets. Cartesian product set. Random experiment. Sample space and events. Rules of counting. Introduction to probability and axioms of probability, emphasising to concepts, facts, interpretation and illustrating examples. Basic laws of probability. Conditional and marginal probabilities. Independence of events. Baye’s theorem and its application.

Random Variable: (15%)
Discrete random variable. Probability function, probability distribution function. Mathematical expectation and its properties. Joint distribution of two discrete random variables. Marginal and conditional distributions. Mean, variance, moments, covariance and correlation of two discrete random variables. Moment generating function and its properties.

Continuous random variable. Probability distribution of a continuous random variable. Probability density function and probability distribution function. Joint distribution of two continuous random variables. Marginal and conditional distributions. Mathematical expectation and its properties. Moment generating function. Covariance and correlation of two random variables. Mean, Median, Mode, Geometric mean, Harmonic mean, Mean deviation, variance and moments of simple continuous functions.

Discrete Probability Distributions: (15%)
Uniform Bernoulli, Binomial, Multinomial, Hypergeometric, Poisson, Negative Binomial and Geometric distributions with their derivations, applications and fitting to statistical data. Poisson approximation to the binomial distribution.

Continuous Probability Distributions: (15%)
Uniform, Exponential and Normal distributions. Their properties, applications and fitting to statistical data. Normal approximation to the Binomial and Poisson distributions.

Bivariate Normal Distribution (10%):
Derivation, conditional density function, conditional expectation and moment generating function µ20, µ02 and µ11.

Method of Least Squares: (15%)
Scatter diagram, Principle of least square. Deduction and solution of normal equations of general linear model. Curve fitting. Equations of approximating curves by the method of least squares up to third degree polynomials. Fitting of exponential of the type (1)y=aebx (2) y = abx (3) y = axb . Graphic representation of the curves. Interpolation and Extrapolation graphically. Criteria for fitting a suitable curve.

Regression and Correlation Analysis: (10%)
Logic of regression and correlation, scatter diagram. Regression models. Simple linear regression, least square estimates and their properties. Properties of Least Square regression line, standard error of estimate, co-efficient of determination. Multiple linear regression with two regressors, co-efficient of multiple determination. Partial and multiple correlation up to three variables. Linear correlation . Correlation co-efficient and its properties. Correlation of bivariate frequency distribution. Partial and multiple correlation for three variables. Rank correlation. Tied ranks.





Political Theory
This part of the course relates to the traits of political thought as presented historically by the Western and Muslim philosophers.
Western Political Thought: Plato; Aristotle; Machiavelli;
Hobbes; Locke; Rousseau; Marxism; Leninism; Maoism

Muslim Political Thought: AI-Farabi; AI-Mawardi; AI-Ghazali;
Tusi; Ibn-e-Khaldoon; Allama Iqbal


State and Individual

The Institution of State and its attributes for human welfare have been highlighted here.

Welfare State Perceptions: Western and Islamic

Basic Concepts: Sovereignty; Constitutionalism; Power Distribution; Law; Liberty; Equality; Rights and Duties
Modes of Participation:
Demands; Decisions; Public Opinion;
Political Parties; Pressure Groups; Representation

Institutions and Leadership:
Legislature; Executive; Judiciary
Competing Elites: Political; Military; Bureaucratic

Forms of Government:
Monarchy; Democracy; Dictatorship; Unitary; Federation; Confederation; Parliamentary; Presidential; Authoritarian



Taking contemporary state as a dynamic phenomenon, having its own system structures and assigned functions, a comparative analysis of some outstanding developed and developing state systems is made here. The emphasis is equally on Pakistan as an emerging political system of the world.


Political Systems

Concept of Political System: i) Easton on Behaviorism
ii) Almond on Functionalism
Developed Political Systems: Main constitutional features
of USA, UK, France and former USSR

Developing Political Systems: Main constitutional features
of Turkey, India and China.



Pakistan as a Nation-State: Rise of Muslim Nationalism in South
Asia under the dynamic leaderships of
Sir Syed Ahmad Khan, Allama Iqbal and Quaid-e-Azam Mohammad Ali Jinnah

Political System of Pakistan: Comparative and critical analysis of the
Constitutions of 1956, 1962 and 1973 (with amendments)


Part: A Political Theory

M.M. Sharif, History of Muslim Philosophy
Rosenthal, Political Thought in Medieval Islam
Haroon Khan Sherwani, Muslim Political Thought and Administration
George H. Sabine, History of Political Thought
Judd Harmon, Political Thought: From Plato to Present

Part: B Individual and State

Rodee and Anderson, Introduction to Political Science
Mazharul Haq, Theory and Practice in Political Science
Rosenthal, Modern Islamic State
Samuel Beer and Adam Ullam, Patterns of Government
V.O. Key, Politics, Parties and Pressure Groups
Earnest Barker, Reflections on Government

Part: A Political Systems: Developed and Developing

Almond and Powell, Comparative Politics
Almond and Coleman, Politics of Developing Areas
Roy C. Macridis, Comparative Politics
Macridis and Wards, Modern Political Systems (Asia)
J. M. Coleman, Political Institutions in Europe
P. G. Cocker, Contemporary British Politics and Govt.
Thomas Patterson, The American Democracy

Part: B Pakistan
Keith Callard, Pakistan: A Political Study
Khalid Bin Sayeed, Pakistan: The Formative Phase
Khalid Bin Sayeed, Politics in Pakistan
Lawrence Ziring, Pakistan in the Twentieth Century
G. W. Chaudhry, Constitutional Development in Pakistan
Pakistan Historical Society, History of Pakistan
Jamil-ud-Din Ahmad, Speeches and Writings of M.A. Jinnah
M. Saeed Sheikh, Allama Iqbal: The Reconstruction of Religious Thought in Islam
Mushtaq Ahmad, Government and Politics in Pakistan

Eligibility of Political Science Lecturer Post:

  • Master in Political Science at least 2d division.
  • Female age: 21-28 years age 08 years age relaxation.
  • Male age: 21-28 years age 05 years age relaxation.
  • Punjab Domicile.

Sample Paper:



PPSC Syllabus For Political Science Lecturer 2021 Sample Test Pattern

Question’s Answers:

What is the Eligibility of the Job?

Master is required for the application.

What is the passing marks?

passing marks is not matter in this test as the merit base candidate will appoint for jobs.

How I find out my age for application:

Below given complete Process.

If the date of birth of a candidate is 15 August 1970 and the closing date for receipt of application in the PPSC office is 07-02-1998; the age will be calculated as under:

Day Month Year
Closing Date 07 02 1998
Date of Birth
of Candidate
15 08 1970
Age on the closing date: 1+23 08 27

All Pakistani can apply for Job?

No, only Punjab Province or candidate has the domicile of Punjab is eligible for apply.

What is the procedure for the submission of Online Application?

Applicants must Click the above given “ Apply Online” link and fill the application form which shows on the screen.

Does a candidate need to submit hard copies of documents in addition to applying online?

No, the candidate could not need to send a hard copy to the PPSC office. On the other hand, a hard copy is not allowed to send as only an online application is accepted.

What qualification is required in PPSC Lecturer BS-17 Post?

Master’s Degree At least 2nd division in a relevant subject.

How is PPSC merit calculated?

PPSC conducts paper of total 100 marks. The passing score is 40. 50% of marks are calculated in the final merit of PPSC.

What is negative marking in PPSC?

The Paper type is MCQs in PPSC and 1 mark will be given on each correct answer. In case of the wrong answer, 0.50 marks will be deducted.

How age relaxation is given in case of upper age limit?

05 years general age relaxation in upper age limit for Male and 08 years general age relaxation in upper age limit for female.


  1. Candidates who are interested and want to apply they must read the guideline carefully.
  2. To apply for the PPSC Lecturer Jobs aspirants must fulfill the required eligibility criteria.
  3. After meeting the eligibility individuals open the PPSC online portal through this site.
  4. First, you open the PPSC official website and click the Apply Online button.
  5. A new page will appear on the screen. You can select the desired job in this form.
  6. The application form will open on the screen you just fill the application form correctly and click the fill the application form.
  7. On the next page, you have to upload the photograph and CNIC front and Back image.
  8. The photographs must be the size of 25KB. Otherwite it will not be accepted.
  9.  Attach you complete documents required in the application and click the Apply Online button.
  10. Open the PPSC website and scroll down until you find the challan form.
  11. Download the challan form and take print of it.
  12. Fill the challan form and submit it to the designated bank.
  13. Bank Draft or Pay Order or Cheque or any such instrument will not be accepted as fee by the Commission.
  14. After submitting the challan fee you will get the Original Receipt which will be submitted at the time of interview/viva voce.
  15. Medical Fitness Certificate issued by the Medical Superintendent District Head Quarters Hospital or Services Hospital is required.

Interview Questions:

Q: Tell me about yourself?

Q: Are you applying for other jobs?

Q: What experience do you have in this field?

Q: How would your friends and family describe you as a person?

Q: Why did you leave your last job?

Q: Tell me about your weaknesses?

Q: Why do you want to work for this organization?

Q: What do you know about this organization?

Q: What have you done to improve yourself in the last year?

Q: What kind of supervision brings out the best in you?

You Can Learn and Gain more Knowledge through our Online Quiz and Testing system Just Search your desired Preparation subject at Gotest.

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