CBSE Class 11 Mathematics Previous Year Question Paper 2016 (Set 4)
This is the CBSE Class 11 Mathematics Previous Year Question Paper from the 2015-2016 academic session, Set 4. The paper consists of 26 questions divided into three sections: A, B, and C. Section A has 6 questions, each carrying one mark. Section B comprises 13 questions, each worth four marks. Section C includes 7 questions, each carrying six marks. While there is no overall choice, internal choices are provided in 4 questions of Section B and 2 questions of Section C. Calculators are not permitted. Solving this board question paper is an excellent way for students to prepare for their final examinations, familiarise themselves with the question format, and identify areas for improvement.
Keep studying
Jump to solutions, books, papers, or another subject — without leaving NCERT Help.
Quick info
| Board | CBSE |
|---|---|
| Class | 11 |
| Subject | Mathematics |
| Session | 2015-16 |
| Language | English |
| Type | Previous Year Question Paper |
| Exam type | Board Exam |
Paper pattern
The paper has 26 questions divided into three sections: Section A (6x1 mark), Section B (13x4 marks), and Section C (7x6 marks). Internal choices are available in some questions.
Topics covered
Paper topics
- Sets
- Complex Numbers
- Logic
- Conic Sections
- Hyperbola
- Negation of Statements
- Conditional Statements
Important topics
- Sets
- Complex Numbers
- Logic
- Hyperbola
PDF preview
Read page by page below. PDF is streamed from the official NCERT website — no download button on this page.
Question paper text
Question Paper (2015-2016) set 4 CBSE Class XI Mathematics
General Instruction:
. All the questions are compulsory.
0 The Question Paper consists of 26 Questions divided into three sections A, B and C
- Section-A comprises of 6 questions of one mark each.
- Section-B consists of 13 questions of four marks each.
٠ Section-C comprises of 7 questions of Six marks each.
٠ There is no overall choice. However, an internal choice has been provided in 4 questions of four marks each and 2 questions of six marks each. You have to attempt only one of the alternatives in all such questions.
Use of calculator is not permitted.
SECTION
- A and B are two sets such that <math>A \subset B</math>. Find the value of <math>A \cup B</math>.
- Find the conjugate of <math>\frac{1}{3+4i}</math>
Write the contra-positive of the following conditional statement. If my grandmother had wheels, then she would be a bus'.
- Find the length of transverse axis of the hyperbola <math>9x^2 - 16y^2 = 144</math>.
Write the negation of the following statement Australia is a continent'.
Check whether the following statement is true or not. 'If x and y are odd integers, then xy is an odd integer'.
Section B
- If <math>f: R \to R</math> is defined by <math>f(x) = x</math> and <math>g: R \to R</math> is defined by <math>g(x) = |x|</math>. Then, find
1/4
Question Paper (2015-2016) set 4 CBSE Class XI Mathematics
General Instruction:
٠ All the questions are compulsory.
٠ The Question Paper consists of 26 Questions divided into three sections A, B and C
٠ Section-A comprises of 6 questions of one mark each.
٠ Section-B consists of 13 questions of four marks each.
۰ Section-C comprises of 7 questions of Six marks each.
٠ There is no overall choice. However, an internal choice has been provided in 4 questions of four marks each and 2 questions of six marks each. You have to attempt only one of the alternatives in all such questions.
Use of calculator is not permitted.
SECTION
- A and B are two sets such that <math>A \subset B</math>. Find the value of <math>A \cup B</math>.
- Find the conjugate of <math>\frac{1}{3+4i}</math>
- Write the contra-positive of the following conditional statement. If my grandmother had wheels, then she would be a bus'.
- Find the length of transverse axis of the hyperbola <math>9x^2 - 16y^2 = 144</math>.
Write the negation of the following statement Australia is a continent'.
Check whether the following statement is true or not. 'If x and y are odd integers, then xy is an odd integer'.
Section B
- If <math>f: R \to R</math> is defined by <math>f(x) = x</math> and <math>g: R \to R</math> is defined by <math>g(x) = |x|</math>. Then, find
1/4
Frequently asked questions
What is this document?
This is a CBSE Class 11 Mathematics Previous Year Question Paper from the 2016 examination session (Set 4).
What is the structure of the paper?
The paper has 26 questions divided into three sections: Section A (6 questions, 1 mark each), Section B (13 questions, 4 marks each), and Section C (7 questions, 6 marks each).
Are there any choices available in the questions?
Yes, there is no overall choice, but internal choices are provided in 4 questions of Section B and 2 questions of Section C.
How does solving previous year papers help?
Solving previous year question papers helps students understand the board exam pattern, time management, and question types, ultimately improving their scores.
What is the duration and marking scheme?
The paper has 26 questions with a total of 100 marks (6x1 + 13x4 + 7x6 = 6 + 52 + 42 = 100). The duration is not specified in the provided text, but typically it is 3 hours for a 100-mark paper.
Content reviewed by the NCERT Help team. Editorial Team and update policy
Question Papers PDF on NCERT Help. URL unchanged for search indexing.