RPSC AE Mains 2024 Electrical Engg.-I Question Paper PDF
- Year 2024
- Conducted By RPSC
- Maximum Marks 200
- Duration 3 Hours
Exam Details
| Detail | Information |
|---|---|
| Examination | RPSC Assistant Engineer Combined Competitive Examination (Mains) |
| Year | 2024 |
| Conducting Body | RPSC |
| Paper | Paper-III (Electrical Engg.-I) |
| Subject | Electrical Engineering |
| Duration | 3 Hours |
| Maximum Marks | 200 |
| Question Type | Descriptive / Subjective |
This document contains the official question paper for the Rajasthan Public Service Commission (RPSC) Assistant Engineer Combined Competitive Examination (Mains) 2024, specifically Paper-III focusing on Electrical Engineering-I. The paper is designed for a duration of 3 hours and carries a maximum of 200 marks. Aspirants preparing for the RPSC AE Mains exam can use this paper to understand the question format, difficulty level, and key topics covered in Electrical Engineering, aiding their study plan and practice for the examination.
Major Topics Covered
- Electrical Engineering
- Electrical Engineering-I
- RPSC Assistant Engineer Combined Competitive Examination (Mains)
- Paper-III (Electrical Engg.-I)
- RPSC
- 2024 question paper
- previous year paper
- PDF download
Why This Paper is Important
- Useful for Assistant Engineer Combined Competitive 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
- RPSC AE Mains 2024 Paper-I
- RPSC AE Mains 2024 Paper-II
- RPSC AE Mains 2023 Electrical Engineering Paper-III
- RPSC AE Pre 2024 Question Paper
- RPSC AE Mains 2024 Electrical Engineering Paper-III Answer Key
- RPSC AE Mains Electrical Engineering Syllabus
- RPSC AE Combined Competitive Examination Syllabus
- RPSC AE Mains Exam Pattern
Instructions
- PART-K PART-I Subject г Paper-III - Electrical Engineering-I Paper Code: 04 401656 Time: 3 Hours Maximum Marks: 200 Paper Code: 04 Roll No.
- Subject Name of the candidate Paper-III - Electrical Engineering-I Date of Birth (DD/MM/YYY) TOWN г COLOR Father's Name EXICE Signature of the candidate 401656 TO BE FILLED BY THE CANDIDATE Roll No.
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Questions (page 2)
Formatted from page 2 OCR. Download the PDF for the full paper.
\mathcalL_{\mathcalR} \mathfrakg_{\mathbbCn} = \mathfrakg_{\mathbbCn} = \mathfrakg_{\mathbbCn} = \mathfrakg_{\mathbbCn} \labeleq:2.1 \mathcalA(1) = \mathcalA(1) = \mathcalA(2) = \mathcalA(1) \mathbbE[\mathbfz(1)] = \mathbbE[\mathbfz(2)] = \mathbbE[\mathbfz(2)] = \mathbbE[\mathbfz(1)] = \mathbbE[\mathbfz(1)] = \mathbbE[\mathbfz(2)] = \mathbbE[\mathbfz(2)] \mathcalS_{\mathcalG} . The contract of the contract of the contract of the contract of the contract of the contract of the contract of the contract of the contract of the contract of the contract of the contract of the contract \sim 100 ± σ_{\rmeff} = 2.5 and σ_{\rmeff} = 0.01 \labeleq:G1 \widehatM(1) = \widehate_{\widehatM} \quad \mboxand \quad \widehate(2) = \widehate_{\widehatM} \quad \mboxand \quad \widehate_{\widehatM} = \widehate_{\widehatM} \quad \mboxand \quad \widehate_{\widehatM} = \widehate_{\widehatM} \quad \mboxand \quad \widehate_{\widehatM} = \widehate_{\widehatM} \quad \mboxand \quad \widehate_{\widehatM} = \widehate_{\widehatM} \quad \mboxand \quad \widehate_{ \labeleq:2.1 \beginarrayccccc \mathcalL_{\mathcalA} & \mathcalA_{\mathcalB} & \mathcalA_{\mathcalB} & \mathcalA_{\mathcalB} \\ \mathcalA_{\mathcalB} & \mathcalA_{\mathcalB} & \mathcalA_{\mathcalB} & \mathcalA_{\mathcalB} \endarray \labeleq:2.1 \beginarrayc \mathcalA(\mathbfx,\mathbfy) = \mathcalA(\mathbfx,\mathbfy)\\ \mathcalA(\mathbfx,\mathbfy) = \mathcalA(\mathbfx,\mathbfy) = \mathcalA(\mathbfx,\mathbfy)\endarray \mathbbE\mathbbE\mathbbE\mathbbE\mathbbE\mathbbE\mathbbE\mathbbE\mathbbE\mathbbE\mathbbE\mathbbE\mathbbE\mathbbE\mathbbE\mathbbE\mathbbE\mathbbE\mathbbE\mathbbE\mathbbE\mathbbE\mathbbE\mathbbE\mathbbE\mathbbE\mathbbE\mathbbE\mathbbE\mathbbE\mathbbE\mathbb \sim 1 \labeleq:3.1 (1)/(√(2))(\partial \mathcalD)/(\partial \mathcalD) \mathcalL^{\textmax}_{\textmax} By Card \mathcalL = \mathcalL α = α , α = α , α = α \sim 1011 km s -1 \sim 1011 m -1 1999 - α = α , α = α \mathcalO(\mathbbRn) . We have \mathcalO(\mathbbRn) \mathcalN^{\textmax} and \mathcalN^{\textmax} \labeleq:2.1 (\partial \Phi)/(\partial t) = - (\partial \Phi)/(\partial t), where 1/2 1/2 ) 1/2 ) 1/2 ) 1/2 ) 1/2 ) 1/2 ) 1/2 ) 1/2 ) 1/2 ) 1/2 ) 1/2 ) 1/2 ) 1/2 ) 1/2 ) 1/2 ) 1/2 ) \frac
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Frequently asked questions
What is the name of the examination?
The examination is the Assistant Engineer Combined Competitive Examination (Mains).
Which paper is this question paper for?
This is for Paper-III, Electrical Engineering-I.
What is the conducting body for this exam?
The exam is conducted by the Rajasthan Public Service Commission (RPSC).
What is the maximum marks for this paper?
The maximum marks for this paper are 200.
What is the time duration allowed for this paper?
The time allowed for this paper is 3 Hours.
What is the paper code for Electrical Engineering-I?
The paper code is 04.