Q105. How many ways to order a 5 distinct card deck
- (a) 120
- (b) 5
- (c) 10
- (d) 15
Analyst-Cum-Programmer 2014 Paper I Question Paper PDF | RPSC
- Year 2014
- Conducted By RPSC
- Questions 100
- Maximum Marks 100
- Languages English
Exam Details
| Detail | Information |
|---|---|
| Examination | ANALYST-CUM-PROGRAMMER |
| Year | 2014 |
| Conducting Body | RPSC |
| Paper | Paper - I |
| Subject | General Knowledge |
| Maximum Marks | 100 |
| Number of Questions | 100 |
| Question Type | Objective (MCQ) |
This is the question paper for the Analyst-Cum-Programmer examination conducted by RPSC in 2014, specifically Paper I. The paper consists of 100 objective-type questions, likely covering general knowledge and aptitude relevant to the role. This paper is a valuable resource for candidates preparing for the Analyst-Cum-Programmer exam and other similar government job recruitments in Rajasthan, offering insights into the exam's scope and difficulty. Analyzing this paper can significantly aid in targeted preparation and strategy development.
Major Topics Covered
- Mathematics
- Logic
- Boolean Algebra
- Combinatorics
- Computer Science Fundamentals
Why This Paper is Important
- Useful for ANALYST-CUM-PROGRAMMER 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 Analyst-Cum-Programmer 2016 Paper I
- RPSC Analyst-Cum-Programmer 2014 Paper II
- RPSC Computer Programmer Previous Year Papers
- Analyst-Cum-Programmer 2014 Paper I Answer Key
- RPSC Analyst-Cum-Programmer 2014 Solutions
- Analyst-Cum-Programmer Syllabus
- RPSC Exam Syllabus
- Computer Programmer Syllabus Rajasthan
Instructions
- RPSC_Paper 1 1 of 100 100 RPSC_March-2016_Paper 1 How many 3-digit numbers can be obtained from \{1, 2, 3, 6, 7\} given that a digit can be repeated no more than two times.
- O 5^3 O 120 \overline{C} 3^5 2 of 100 101 RPSC_March-2016_Paper 1 How many triangles can be constructed from 5 points in space.
- It is given that 3 of these points are collinear. \circ 3 + 3x2 = 9 5x3=15 C_{5C_3} = 10 5 \times 5 \times 5 = 125 \circ 3 of 100 102 RPSC_March-2016_Paper 1 Boolean function [\sim(\sim p \land q) \land \sim(\sim p \land \sim q)] V (p\landr) is equal to the Boolean function \circ q C p∧r \circ p V q O p 4 of 100 103 RPSC_March-2016_Paper 1 There is a certain four digit number whose fourth digit is twice the first digit.
- Third digit is three more than second digit.
- Sum of the first and fourth digits is twice of the third number.
- O 4368 O 4638 O 2034 с both (1) and (3) are correct 5 of 100 104 RPSC_March-2016_Paper 1 Which statement is incorrect
Questions (page 2)
Q106. Let m = "Juan is a math major", c = "Juan is a computer science major", g = "Juan's girlfriend is a literature major", h = "Juan's girlfriend has read Hamlet" and t = "Juan's girlfriend has read The Tempest." Which of the following expresses the statement "Juan is a computer science major and a math major, but his girlfriend is a literature major who hasn't read both The Tempest and Hamlet."
- (a) c \wedge m \wedge (g \vee (\sim h \vee \sim t))
- (b) c \wedge m \wedge g \wedge (\sim h \wedge \sim t)
- (c) c \wedge m \wedge g \wedge (\sim h \vee \sim t)
- (d) c \wedge m \wedge (g \vee (\sim h \wedge \sim t))
Q107. Three persons enter a railway compartment. If there are 5 seats vacant, in how many ways can they take these seats?
- (a) 60
- (b) 20
- (c) 15
- (d) 125
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Frequently asked questions
What is the name of the exam?
The exam is for the Analyst-Cum-Programmer position.
Which year is this question paper from?
This question paper is from the year 2014.
Which conducting body organized this exam?
The exam was conducted by RPSC (Rajasthan Public Service Commission).
What is the name of this specific paper?
This is Paper - I of the Analyst-Cum-Programmer examination.
What is the total number of questions in this paper?
There are a total of 100 questions in this paper.
What is the maximum marks for this paper?
The maximum marks for this paper are 100.