Q5. A bag contains 8 white and 6 red balls. 5 balls are drawn randomly from the bag, the probability that 3 or more balls are white, is equal to
- (1) 317/1001
- (2) 658 / 1001
- (3) 210 / 1001
- (4) None of these
Sr. Teacher GR II 2011 Mathematics Question Paper PDF
- Year 2011
- Conducted By RPSC
- Languages Hindi
Exam Details
| Detail | Information |
|---|---|
| Examination | Sr. Teacher GR II 2011 |
| Year | 2011 |
| Conducting Body | RPSC |
| Paper | Mathematics |
| Subject | Mathematics |
| Question Type | Objective (MCQ) |
This is the official question paper for the Sr. Teacher GR II 2011 Mathematics examination conducted by RPSC. This paper is crucial for aspirants preparing for the Rajasthan Teacher recruitment exams. It contains objective-type questions designed to test candidates' understanding of various mathematical concepts. Practicing with this previous year's paper can significantly help in understanding the exam pattern, difficulty level, and important topics, thereby enhancing preparation strategy for future exams. The paper was conducted by court order, indicating its historical significance.
Major Topics Covered
- Probability
- Binomial Distribution
- Variance
- Standard Deviation
- Permutations and Combinations
- Circular Permutations
- Conditional Probability
- Statistics
Why This Paper is Important
- Useful for Sr. Teacher GR II 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 Sr. Teacher GR II 2010 Mathematics
- RPSC Sr. Teacher GR II 2012 Mathematics
- RPSC Sr. Teacher GR II 2011 Science Question Paper
- Sr. Teacher GR II 2011 Mathematics Answer Key
- RPSC Sr. Teacher Mathematics Syllabus
- RPSC Sr. Teacher GR II Exam Pattern
- RPSC Sr. Teacher GR II
- RPSC Teacher Grade I
Instructions
- 31/2 Ques #:2 The variance of binomial distribution is -
- None of these Ques #:3 If mean and standard deviation of a binomial variate X are 4 and \sqrt{3} respectively, then P(X \geq
- is equal to 1 - \left(\frac{1}{3}\right)^{16} 1)
- 1 - \left(\frac{3}{4}\right)^{16} Ques #:4 The probabilities of dieing Mr.
- B in a leap year are p and q.
- In the end of year the probability of living of only one out of two, is equal to
Questions (page 2)
Q6. n persons sit around a round table. The odds in favour that two particular persons sit together, is equal to
- (1) 2:(n-3)
- (2) 2 : (n-2)
- (3) 2 : (n-1)
- (4) 2: n
Q7. A die is thrown 8 times. The probability of occuring third time 6 in eighth throw, is equal to-
- (1) ((7c2 × 55))/(66)
- (2) ((7c2 × 55))/(62)
- (3) ((7c2 × 55))/(63)
- (4) None of these
Q8. The probability of winning a game by the team A is 2/3. If A plays four games, then the probability of winning more than half of the games, is equal to
- (1) 16/27
- (2) 19/27
- (3) 19/81
- (4) 32/81
Question paper preview
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Frequently asked questions
What is the name of the exam?
The exam is for the Sr. Teacher GR II position.
What is the year of this question paper?
This question paper is from the year 2011.
Which board conducted this exam?
The exam was conducted by RPSC (Rajasthan Public Service Commission).
What subject does this paper cover?
This paper is specifically for the Mathematics subject.
What type of questions are included in this paper?
The paper consists of objective-type questions.
Can I download the Sr. Teacher GR II 2011 Mathematics question paper?
Yes, you can typically find and download previous year question papers like this one for exam preparation.