Q1. The Mellin transform of
- (a) f(x) = (1 + x2)-1 का मैलिन रूपान्तरण है :
(1) π cosec (s) - (b) (1) π cosec (s)
- (c) (2) π cosec (sπ)
- (d) (3) π cosec (s π/2)
- (e) (4) (π)/(2) cosec (s π/2)
- (f) (5) Question not attempted
| Detail | Information |
|---|---|
| Examination | Assistant Professor (College Education Deptt.) Exam |
| Year | 2025 |
| Conducting Body | RPSC |
| Paper | Mathematics Paper-II |
| Subject | Mathematics |
| Duration | 03:00 Hours + 10 Minutes Extra |
| Maximum Marks | 75 |
| Number of Questions | 150 |
| Question Type | Objective (MCQ) |
This document contains the official question paper for the RPSC Assistant Professor (College Education Deptt.) Exam held in 2025. Specifically, it is Mathematics Paper-II, carrying a maximum of 75 marks and a duration of 3 hours plus 10 minutes extra. The paper consists of 150 objective-type questions. Aspirants can use this paper to understand the exam pattern, difficulty level, and the types of questions asked in Mathematics for this recruitment. It is a valuable resource for targeted preparation for the RPSC Assistant Professor examination. This previous year Assistant Professor (College Education Deptt.) Exam question paper (2025) is useful for Professor aspirants preparing for Rajasthan government recruitment. The paper was conducted by RPSC and reflects the official exam pattern, marking scheme and difficulty level seen in recent cycles. Use it for timed practice, topic-wise revision and understanding how questions are framed in the real examination. Download the free PDF on QuizCurrent to read instructions, attempt MCQs and compare your answers with the study notes provided on this page. Key syllabus areas include Mathematics, Mellin Transform, Hankel Transform. Useful for Assistant Professor (College Education D preparation. Helps understand the latest exam pattern. Useful for practice and self-assessment.
Scanned pages 1–2 for reference. Download the official PDF for the full paper.
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The exam is the Assistant Professor (College Education Deptt.) Exam.
This question paper is for the 2025 examination.
The exam is conducted by RPSC.
This paper is Mathematics Paper-II, covering Mathematics.
The maximum marks for this paper are 75.
The total time allowed is 03:00 Hours + 10 Minutes Extra.