Statistics Paper III - IES/ISS 2025 (BGSP-T-STS)

Central Government Jobs Other Jobs 2025

  • Year 2025
  • Conducted By BGSP
  • Maximum Marks 200
  • Duration Three Hours Maximum Marks: 200

Exam Details

Detail Information
Examination I.E.S/I.S.S. Examination
Year 2025
Conducting Body BGSP
Paper STATISTICS PAPER-III
Subject STATISTICS
Duration Three Hours Maximum Marks: 200
Maximum Marks 200

This document contains the IES/ISS Statistics Paper III for 2025 (BGSP-T-STS). It includes eight questions across Section A and Section B, with two compulsory questions in Section A and three questions to be attempted from Section B. Page 2 provides repaired OCR content for objective-type questions focusing on econometric topics such as cost functions, identification in simultaneous equations, elasticity and hyperbola demand curves, sampling methods (with/without replacement), multicollinearity effects on OLS estimators, and definitions of autocovariance and autocorrelation. The material tests theoretical understanding and analytical ability in econometrics and statistics, including derivations, model interpretation, and data-based reasoning relevant to central government job examinations.

Major Topics Covered

  • Statistics
  • Econometrics
  • I.E.S./I.S.S.
  • BGSP-T-STS
  • Paper III
  • Central Government Jobs
  • Simultaneous Equations
  • Identification
  • Elasticity
  • Demand Curve
  • Cost Function
  • Optimization
  • OLS
  • Multicollinearity
  • VIF
  • Autocovariance
  • Autocorrelation
  • Sampling
  • Without Replacement
  • With Replacement
  • Hyperbola
  • Elasticity 1
  • Model Specification
  • Hypothesis Testing

Why This Paper is Important

  • Useful for I.E.S/I.S.S. Examination preparation
  • Helps understand the latest exam pattern
  • Useful for practice and self-assessment
  • Covers frequently asked General Studies topics
  • Helpful for analysing question trends

Related Resources

Instructions

  • There are EIGHT questions divided under TWO Sections.
  • Candidate has to attempt FIVE questions in all.

Questions (page 2)

Q1. 1. (b) Define the general form of the simultaneous equations model. Based on the (b) likelihood function, explain the problem of identification. When is an equation called just identified, under-identified or over-identified? Also, give the order condition for identification. 15

(a) 1. (a) If the cost function is of the form C = C0 + ∑ ti √(ni), where C0 and ti are known numbers, then in order to minimize V(\baryst) for fixed total cost, show that ni must be proportional to (Wi2 Si2)/(ti))2/3

(b) 1.
(c) Show that the demand curve with constant price elasticity of demand is a hyperbola whose shape depends on the value of the parameter. Hence, show that when the elasticity of demand is 1, then the demand curve is an equilateral hyperbola.

Q2.

(a) 2. α 110, 60, 80, 20, 30 If a simple random sample of size 2 is taken from this population, then using the given observations, show that simple random sampling without replacement gives a more efficient estimator of population mean than simple random sampling with replacement.

(b) 2. In general linear model y = Xβ + u, how does the presence of multicollinearity (b) affect the squared length of the OLS estimator of β? Describe multicollinearity index and variance inflation factor for the detection of multicollinearity.

(c) 2. Define the following terms: |c⟩
(i) Autocovariance function
(ii) Autocorrelation function

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Use the Download PDF button on this page to save the official I.E.S/I.S.S. Examination (2025) STATISTICS PAPER-III paper hosted on QuizCurrent.

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