Questions in this solved paper are from complete CBSE Class 11 Maths Syllabus. Most questions in this paper are based on concepts given in CBSE Class 11 Maths NCERT textbook. This solved paper is as per the latest examination pattern followed by most of CBSE Schools within and outside Delhi.

This solved paper is very useful in understanding the latest pattern. With this practice paper, one can easily analyse his or her preparation level for the coming CBSE Class 11 Mathematics examination 2017 – 2018. In this paper you will also find some out of the box questions. The level of these questions is a bit high.

**The important topics from which questions are picked are given below:**

• Sets

• Relations & Functions

• Trigonometric Functions

• Principle of Mathematical Induction

• Complex Numbers and Quadratic Equations

• Linear Inequalities

• Permutations and Combinations

• Binomial Theorem

• Sequence and Series

• Straight Lines

• Conic Sections

• Limits and Derivatives

• Probability

**NCERT Exemplar: CBSE Class 11 Mathematics – All Chapters**

**The paper consists of 29 questions divided into four sections ‒ A, B, C & D.**

Questions 1 to 4 in section A are very short answer type questions carrying 1 mark each |

Questions 5 to 12 in section B are very short answer type questions carrying 2 marks each |

Questions 13 to 23 in section C are long answer type I question carrying 4 marks each |

Questions 24 to 29 in section D are long answer type II question carrying 6 marks each |

**Some sample questions from the paper are given below:**

**Question:** Find the number of terms in the series given below:

101 + 99 + 97 + ... + 47.

**Solution:**

Given,

First term *a* = 101, common difference *d* = ‒ 2 and last term T_{l} = 47.

∴ T_{l} = *a* + (*n* ‒ 1) *d*

⇒ 47 = 101 + (*n* ‒ 1) (‒2)

⇒ *n* = 28.

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**Download Completely Solved CBSE Class 11 Maths Practice Paper in PDF format**