# ICSE Class XI Mathematics Books (Study Materials)

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Candidates can get Best Indian Certificate of Secondary Education Class 10th Mathematics  (ICSE) Books 2018 Best List of Books for Candidates can get Best ICSE Entrance Examination Test (ICSE) Admission Entrance Exam Books 2018 Posted Exam in by Arihant Experts etc.

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## Description

Candidates can get Best Indian Certificate of Secondary Education Class 11th Mathematics  (ICSEBooks 2018 also a Top List of ICSE Main Study Materials for 2018-2019 entrance exam in India.

• ICSE Chapterwise – Topicwise Solved Papers Mathematics Class 11th
by Arihant Experts

• 15-Sample Question Papers ICSE Examination Mathematics – Class 11
by Arihant Experts

• ISC Chapterwise Solved Papers MATHEMATICS class 11
by Arihant Experts

Syllabus

The syllabus is divided into sections  A,B and C. Section A has to be mandatorily answered by all the candidates. The students will get the option of answering questions from either section B or C.

Section A will have 9 questions in total ( 80 marks). Question no: 1 has to be answered compulsorily. Out of the rest of the 8 questions, the candidate can answer any 5.

From section B/C (20 marks) , the candidates can answer 2 out 3 questions from any of the two sections.

SECTION A

1. Mathematical Reasoning

Mathematically acceptable statements. Connecting words / phrases – consolidating the understanding of “if and only if (necessary and sufficient) condition”, “implies”, “and/or”, “implied by”, “and”, “or”, “there exists” and their use through variety of examples related to real life and Mathematics. Validating the statements involving the connecting words, differences between contradiction, converse and contrapositive.

1. Algebra

(i) Complex Numbers

(iii) Finite and Infinite Sequences

(a) Arithmetic Progression (A.P.)

(b) Geometric Progression (G.P.)

(c) Harmonic Progression

(d) Arithmetic Geometric Series

(e) Special sums

(iv) Permutations Combinations

(v) Mathematical induction

Using induction to prove various summations and divisibility.

vi) Binomial Theorem

(a) Significance of Pascal’s triangle.

(b) Binomial theorem (proof using induction) for positive integral powers

(c) Binomial theorem for negative or fractional indices.

(vii) Properties of Binomial Coefficients.

1. Trigonometry

(i) Angles and Arc lengths

(ii) Trigonometric Functions

(iii) Compound and multiple angles

(iv) Trigonometric Equations

1. Calculus

(i) Basic Concepts of Relations and Functions

(a) Ordered pairs, sets of ordered pairs.

(b) Cartesian Product (Cross) of two sets, cardinal number of a cross product.

(c) Types of Relations: reflexive, symmetric, transitive and equivalence relation.

(d) Binary Operation.

(e) Domain, Range and Co-domain of a Relation.

(f) Functions

(ii) Differential calculus

(a) Limits

(b) Continuity

(c) Differentiation

(d) Application of derivatives

(iii) Integral Calculus

1. Coordinate Geometry

(i) Basic concepts of Points and their coordinates.

(ii) The straight line

(iii) Circles

1. Statistics
• Measures of central tendency.
• Standard deviation – by direct method, short cut method and step deviation method.
• Combined mean and standard deviation.

SECTION B

1. Vectors
2. Co-ordinate Geometry in 3-Dimensions

SECTION C

1. Statistics
• Median – direct and by using the formula.
• Quartiles – direct and by using the formula.
• Deciles – direct and by using the formula.
• Percentiles – direct and by using the formula.
• Mode – graphically, direct method and by using the formula.
• Estimation of median/quartiles from Ogives.

NOTE: The following are also required to be covered:

• The Median, Quartiles, Deciles and Percentiles of grouped and ungrouped data;
• Mode – grouped and ungrouped data; estimation of mode by using graphical method. (Bimodal data not included).
1. Average Due Date
• Zero date.
• Equated periods.

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