Q1. Let A be an n imes n matrix. Which of the following is true?
- (a) If A is invertible, then A^{-1} exists.
- (b) If A is invertible, then det(A) eq 0.
- (c) If A is invertible, then A is diagonalizable.
- (d) If A is invertible, then A is symmetric.
ASST. ENGINEER COMB. COMP. EXAM 2018 Hindi Question Paper PDF
- Year 2018
- Conducted By RPSC
- Maximum Marks 100
- Duration 3 Hours
- Languages Hindi
Exam Details
| Detail | Information |
|---|---|
| Examination | ASST. ENGINEER COMB. COMP. EXAM |
| Year | 2018 |
| Conducting Body | RPSC |
| Paper | Hindi |
| Subject | Hindi |
| Duration | 3 Hours |
| Maximum Marks | 100 |
| Question Type | Objective (MCQ) |
This is the official question paper for the ASST. ENGINEER COMB. COMP. EXAM held in 2018, conducted by RPSC. The paper is in Hindi and covers the subject of Hindi, with Paper Code 01. It allows a duration of 3 hours and has a maximum of 100 marks. This objective-type paper is crucial for aspirants preparing for the Assistant Engineer recruitment examination, providing valuable insights into the exam's structure and difficulty level.
Major Topics Covered
- Hindi
- ASST. ENGINEER COMB. COMP. EXAM
- RPSC
- 2018 question paper
- previous year paper
- PDF download
Why This Paper is Important
- Useful for ASST. ENGINEER COMB. COMP. EXAM 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
- ASST. ENGINEER COMB. COMP. EXAM 2018 General Studies Paper
- RPSC AE Previous Year Papers
- Rajasthan Engineering Services Exam Papers
- ASST. ENGINEER COMB. COMP. EXAM 2018 Hindi Answer Key
- RPSC AE 2018 Hindi Paper Solution
- ASST. ENGINEER COMB. COMP. EXAM Syllabus
- RPSC AE Exam Syllabus Hindi
- ASST. ENGINEER COMB. COMP. EXAM Exam Pattern
Instructions
- PART Subject : Hindi 01 Paper Code: ∘ Ń Total Pages: Z \mathsf{M} 3 Hours Time O \overline{ } 1,00 Maximum PART-I Marks: Paper Code 01 TO BE FILLED BY THE CAMBIDATE Subject Boll No.
- (In words) m Hindi Name of the candidate Date of Birth (DD/MM/YYYY) REGISTER Father's Name Signature of the candidate ٥ Date of Examination т Roll No. ^{\circ} ^\copyright ^\copyright ^\copyright ^\copyright \circledcirc \odot \odot \odot \odot \overline{0} \Theta \Theta \odot \textcircled{\scriptsize 1} \odot \odot \odot \odot \odot ^\circledR ^\circledR \circled{4} ^\circledR ^\circledR ^\circledR \circledS \circledS \circledS \circledS \circledS ^\copyright ^\circledR ^\circledR ^\circledR ^{\circ} ^\circledR ^\circledR ^\copyright \circledcirc \circledcirc \circledcirc ^\circledR ^\circledR ^\circledR ^\circledR ^\circledR ^\circledR ^\circledR \circledcirc \circledcirc ^{\circ} \circledcirc \circledcirc ^{\circ} Invigilator must check the Roll No. and Photo ID. of the candidate, then Sign. here: TO BE FILLED BY INVIGILATOR If candidate found using unfair means them Invigilator should fill up this bubble with black/blue ball pen & report to the Centre Superintendent: Ī \circ 1430_H2C-2
Questions (page 2)
Q2. Let A be an n imes n matrix. Which of the following is true?
- (a) If A is invertible, then A^{-1} exists.
- (b) If A is invertible, then det(A) eq 0.
- (c) If A is invertible, then A is diagonalizable.
- (d) If A is invertible, then A is symmetric.
Q3. Let A be an n imes n matrix. Which of the following is true?
- (a) If A is invertible, then A^{-1} exists.
- (b) If A is invertible, then det(A) eq 0.
- (c) If A is invertible, then A is diagonalizable.
- (d) If A is invertible, then A is symmetric.
Q4. Let A be an n imes n matrix. Which of the following is true?
- (a) If A is invertible, then A^{-1} exists.
- (b) If A is invertible, then det(A) eq 0.
- (c) If A is invertible, then A is diagonalizable.
- (d) If A is invertible, then A is symmetric.
Q5. Let A be an n imes n matrix. Which of the following is true?
- (a) If A is invertible, then A^{-1} exists.
- (b) If A is invertible, then det(A) eq 0.
- (c) If A is invertible, then A is diagonalizable.
- (d) If A is invertible, then A is symmetric.
Q6. Let A be an n imes n matrix. Which of the following is true?
- (a) If A is invertible, then A^{-1} exists.
- (b) If A is invertible, then det(A) eq 0.
- (c) If A is invertible, then A is diagonalizable.
- (d) If A is invertible, then A is symmetric.
Q7. Let A be an n imes n matrix. Which of the following is true?
- (a) If A is invertible, then A^{-1} exists.
- (b) If A is invertible, then det(A) eq 0.
- (c) If A is invertible, then A is diagonalizable.
- (d) If A is invertible, then A is symmetric.
Q8. Let A be an n imes n matrix. Which of the following is true?
- (a) If A is invertible, then A^{-1} exists.
- (b) If A is invertible, then det(A) eq 0.
- (c) If A is invertible, then A is diagonalizable.
- (d) If A is invertible, then A is symmetric.
Q9. Let A be an n imes n matrix. Which of the following is true?
- (a) If A is invertible, then A^{-1} exists.
- (b) If A is invertible, then det(A) eq 0.
- (c) If A is invertible, then A is diagonalizable.
- (d) If A is invertible, then A is symmetric.
Q10. Let A be an n imes n matrix. Which of the following is true?
- (a) If A is invertible, then A^{-1} exists.
- (b) If A is invertible, then det(A) eq 0.
- (c) If A is invertible, then A is diagonalizable.
- (d) If A is invertible, then A is symmetric.
Q11. Let A be an n imes n matrix. Which of the following is true?
- (a) If A is invertible, then A^{-1} exists.
- (b) If A is invertible, then det(A) eq 0.
- (c) If A is invertible, then A is diagonalizable.
- (d) If A is invertible, then A is symmetric.
Q12. Let A be an n imes n matrix. Which of the following is true?
- (a) If A is invertible, then A^{-1} exists.
- (b) If A is invertible, then det(A) eq 0.
- (c) If A is invertible, then A is diagonalizable.
- (d) If A is invertible, then A is symmetric.
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Frequently asked questions
What is the full name of the exam?
The full name of the exam is ASST. ENGINEER COMB. COMP. EXAM.
In which year was this exam conducted?
This exam was conducted in the year 2018.
Who is the conducting body for this exam?
The conducting body for this exam is RPSC.
What is the subject of this question paper?
The subject of this question paper is Hindi.
What is the paper code for this Hindi paper?
The paper code for this Hindi paper is 01.
What is the maximum marks for this paper?
The maximum marks for this paper is 100.