Q1. Suppose the probability mass function of a random variable X under the parameter θ = θ_0 and θ = θ_1, θ_1 ≠ θ_0 is given by
- (a) a most powerful test at level 0.05
- (b) a biased test
- (c) test with power 0.90
- (d) test of size 0.01
| Detail | Information |
|---|---|
| Examination | Indian Economic Service - Indian Statistical Service Examination |
| Year | 2020 |
| Conducting Body | UPSC |
| Paper | Statistics Paper II |
| Subject | Statistics |
| Duration | Two Hours |
| Maximum Marks | 200 |
| Number of Questions | 80 |
| Question Type | Objective (MCQ) |
This is the Statistics Paper II from the Indian Economic Service - Indian Statistical Service Examination held in 2020, conducted by UPSC. The paper consists of 80 objective-type questions and is allocated a total of 200 marks, with a time limit of two hours. This question paper is crucial for aspirants preparing for the IES ISS exam, offering valuable insights into the exam's structure, the types of questions asked, and the difficulty level. Practicing with previous years' papers like this one helps candidates identify their strengths and weaknesses, refine their preparation strategy, and improve their time management skills for the actual examination.
Scanned pages 1–2 for reference. Download the official PDF for the full paper.
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This paper is from the Indian Economic Service - Indian Statistical Service Examination.
This question paper is from the year 2020.
The examination was conducted by UPSC (Union Public Service Commission).
The subject of this paper is Statistics, specifically Paper II.
The maximum marks for Statistics Paper II is 200.
The time allowed for this paper is Two Hours.