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Official Syllabus
Month | Chapter |
April | Sets |
Relations and Functions | |
May | Linear Inequalities |
July | Trigonometric Functions |
August | Permutations and Combinations |
September | Complex Numbers and Quadratic Equations |
October | Sequences and Series |
Straight Lines | |
November | Conic Sections |
Introduction to three Dimensional Geometry | |
December | Limits and Derivatives |
Probability | |
January | Statistics |
Chapter 1 : Sets
Introduction, Sets and their representations. The Empty set. Finite and Infinite sets. Equal sets, Subsets, Subsets, Power set, Universal Set, Venn diagrams, Operations on Sets, Union and Intersection of sets. Difference of sets, Complement of a set, Practical Problems on Union and Intersection of two Sets.
Chapter 2 : Relations & Functions
Introduction, Cartesian product of sets, Relations Functions, Some Function and Graphs, Algebra of real function.
Chapter 3 : Trigonometric Functions
Introduction, Angles, Degree Measure, Radian Measure, Relation between Radian & Real Numbers, Relation beeteen degree and radian, Trigonometric functions signs of trigonometric function, Domain and range of trigonometric functions.
Trigonometric function of sum and difference of two angles, Trigonometric Equation.
Chapter 4 : Principle of Mathematical Induction
Induction, Motivation, The principle of mathematical induction.
Chapter 5 : Complex Numbers and Quadratic Equations
Introduction, Complex numbers, Algebra of complex numbers, Addition, Difference, Multiplication, Devision of two complex numbers, Power of i (iota), A Square roots of a negative real number, Identities.
The Modulus and the conjugate of a complex number, Argand Plane and Polar representation, Quadratic Equations.
Chapter 6 : Linear Inequalities
Introduction, Inequalities, Algebraic solutions of linear inequalities in one variable and their graphical. Representation, Graphical solution of linear inequalities in two variables. Solution of system of Linear Inequalities in two variables.
Chapter 7 : Permutations and Combinations
Introduction, Fundamental principle of counting, Permutations. Permutations when all the object are distinct. Factorial notation, Derivation of Formulae form npr, Permutations when all the objects are not distinct objects, Combinations.
Chapter 8 : Binomial Theorem
Introduction, Binomial theorem for positive integral indices, General and middle terms.
Chapter 9 : Sequence and Series
Introduction, Sequences, Series. Arithmetic Progression (A. P.), sum of n terms of A.P., Arithmetic Mean, Geometric Progression (G.P.), General term of a G.P., Sum of n terms of G.P, Geometric mean (G.M.), relation between A.M. and G.M.
Sum of n terms of Special Series.
Chapter 10 : Straight Lines
Introduction, Slope of a line, Slope of a line when co-ordinater of any two points of the line are given, Condition for Parallelism and Perpendicularity of lines in terms of their slopes, Angles between two lines, Collinearity of three points, Various forms of the equations of a line, Horizontal and Vertical lines, Point -slope form, Two-point form, Slope intercept form, Intercept form, Normal form.
General equation of a line, Difference form of ax+bx+c=0. Distance of a point from a line, Distance between two Parallel lines.
Chapter 11 : Conic Sections
Introduction, Sections of a cone, Degenerated conic sections, Circle, Parabola, Standard equations of parabola, Lotus Rectum, Ellipse, Relationship between semi-major anis semi - minor anis and the distance of focus from the centre of ellipse, Special cases of an ellipse, Eccentricity, Standard equation of and ellipse, Lotus Rectum, Hyperbola, Eccentricity, Standard Equation of Hyperbolaa Lotus Rectum.
Chapter 12 : Introduction to Three-dimensional Geometry
Introduction, Co-ordinate anes and co-ordinate planes in three dimensional space, Co-ordinates of a point in space. Distance between two points, Sect
...Official Syllabus
Month | Chapter |
April | Sets |
Relations and Functions | |
May | Linear Inequalities |
July | Trigonometric Functions |
August | Permutations and Combinations |
September | Complex Numbers and Quadratic Equations |
October | Sequences and Series |
Straight Lines | |
November | Conic Sections |
Introduction to three Dimensional Geometry | |
December | Limits and Derivatives |
Probability | |
January | Statistics |
Chapter 1 : Sets
Introduction, Sets and their representations. The Empty set. Finite and Infinite sets. Equal sets, Subsets, Subsets, Power set, Universal Set, Venn diagrams, Operations on Sets, Union and Intersection of sets. Difference of sets, Complement of a set, Practical Problems on Union and Intersection of two Sets.
Chapter 2 : Relations & Functions
Introduction, Cartesian product of sets, Relations Functions, Some Function and Graphs, Algebra of real function.
Chapter 3 : Trigonometric Functions
Introduction, Angles, Degree Measure, Radian Measure, Relation between Radian & Real Numbers, Relation beeteen degree and radian, Trigonometric functions signs of trigonometric function, Domain and range of trigonometric functions.
Trigonometric function of sum and difference of two angles, Trigonometric Equation.
Chapter 4 : Principle of Mathematical Induction
Induction, Motivation, The principle of mathematical induction.
Chapter 5 : Complex Numbers and Quadratic Equations
Introduction, Complex numbers, Algebra of complex numbers, Addition, Difference, Multiplication, Devision of two complex numbers, Power of i (iota), A Square roots of a negative real number, Identities.
The Modulus and the conjugate of a complex number, Argand Plane and Polar representation, Quadratic Equations.
Chapter 6 : Linear Inequalities
Introduction, Inequalities, Algebraic solutions of linear inequalities in one variable and their graphical. Representation, Graphical solution of linear inequalities in two variables. Solution of system of Linear Inequalities in two variables.
Chapter 7 : Permutations and Combinations
Introduction, Fundamental principle of counting, Permutations. Permutations when all the object are distinct. Factorial notation, Derivation of Formulae form npr, Permutations when all the objects are not distinct objects, Combinations.
Chapter 8 : Binomial Theorem
Introduction, Binomial theorem for positive integral indices, General and middle terms.
Chapter 9 : Sequence and Series
Introduction, Sequences, Series. Arithmetic Progression (A. P.), sum of n terms of A.P., Arithmetic Mean, Geometric Progression (G.P.), General term of a G.P., Sum of n terms of G.P, Geometric mean (G.M.), relation between A.M. and G.M.
Sum of n terms of Special Series.
Chapter 10 : Straight Lines
Introduction, Slope of a line, Slope of a line when co-ordinater of any two points of the line are given, Condition for Parallelism and Perpendicularity of lines in terms of their slopes, Angles between two lines, Collinearity of three points, Various forms of the equations of a line, Horizontal and Vertical lines, Point -slope form, Two-point form, Slope intercept form, Intercept form, Normal form.
General equation of a line, Difference form of ax+bx+c=0. Distance of a point from a line, Distance between two Parallel lines.
Chapter 11 : Conic Sections
Introduction, Sections of a cone, Degenerated conic sections, Circle, Parabola, Standard equations of parabola, Lotus Rectum, Ellipse, Relationship between semi-major anis semi - minor anis and the distance of focus from the centre of ellipse, Special cases of an ellipse, Eccentricity, Standard equation of and ellipse, Lotus Rectum, Hyperbola, Eccentricity, Standard Equation of Hyperbolaa Lotus Rectum.
Chapter 12 : Introduction to Three-dimensional Geometry
Introduction, Co-ordinate anes and co-ordinate planes in three dimensional space, Co-ordinates of a point in space. Distance between two points, Section Formula.
Chapter 13 : Limits and Derivatives
Introduction, Intuitive idea of Derivatives, Limit Algebra of limits, Limits of polynomials and rational functions, Limits of Trigonometric functions, Derivatives, Algebra of Derivative of functions, Derivatives of polynomials and trigonometric functions.
Chapter 14 : Mathematical Reasoning
Introduction, Statrements, New Statement from old, Negation of statements Compound statements, Special word/phrases, Quantifiers, Implications, Contra Positives and Converse, Validating statements.
Chapter 15 : Statistics
Introduction, Measures of Dispersion, Range, mean deviation, Mean deviation of ungrouped/grouped data, Limitations of mean deviation, Variance and standard deviation, Standard deviation of a discreate frequency distribution, Standard deviation of a continuous frequency distribution, Shortcut Method to find variance and standard deviation, Analysis od Frequency Distributions, Comparision of two frequency distributions with same mean.
Chapter 16 : Probability
Introduction, Random experiments, Outcomes and sample space. Events, occurrence of an event, Types of events, Algebra of events, Complementary events, The event A or B, The event A and B, The event A but not B, Mutually Exclusive events, and Exhaustive events.
Axiomatic Approach to Probability, Probability of an event, Probabilities of equally likely outcomes, Probability of the Event A or B, Probability of event not A.
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PAPER FORMAT
There will be one Paper in this Subject.
Time Duration: 2:30 hrs
Maximum Marks: 80
Unit & their weightage
S.No | Topic | No. of Question | Total Marks |
1. | Sets and Functions, Trigonometrical Functions | 15 | 20 |
2. | Algebra | 15 | 22 |
3. | coordinate geometric | 10 | 16 |
4. | Calculus | 06 | 10 |
5. | Statistics and Probability | 06 | 12 |
Internal Assessment - 20 Marks
S.no | Topic | Marks |
1. | SAT | 10 Marks |
2. | Attendance | 05 Marks |
3. | Project-based learning | 05 Marks |
TOTAL | 20 Marks |
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Conditions of eligibility for admission to class XI
1. Candidates who have been studying in a School recognised by or affiliated to this Board or any other recognised Board of Secondary Education in India.
2. Candidates can not take admission directly in class XI.
3. Candidates had completed a regular course of study for class X and passed class X examination from a school affilicated to this Board.
4. The candidates percentage for attendance should be 75% so that the Board to make him/her eligible for the Examinations.
5. Candidate can be admitted to a school only on the transfer of the parents(s) or shifting of their families from one place to another, after procuring from the student the marksheet and the Transfer Certificate duly countersigned by the Educational Authorities of the Board concerned.
6. There is no age limit for candidates taking the Examination.
7. Candidate should have doucments in support of his having passed the qualifying or equivalent qualifying examination.
OFFICIAL HARYANA BOARD CLASS 11th DATESHEET 2023
Datesheet (Theory Papers) for Classes 11th Annual Exam March 2023
Date of Commencement of Exam - 23-02-2023 & Time 08:30 AM to 11:30 AM
Date & Day | Subject | Timing |
13 March 2023 (Monday) | Mathematics | 8:30 AM to 11:30 AM |
Date & Day | Subject | Timing |
23 February 2023 (Thursday) | Computer Science (All Haryana) / IT&ITES (Information Technology & Enabling Services) (For Govt. Model Sr. Sec. School, SLEC Sec.- 28 Faridabad Only) | 8:30 AM to 11:30 AM |
24 February 2023 (Friday) | Music Hindustani (All Options) / Philosophy | 8:30 AM to 11:30 AM |
25 February 2023 (Saturday) | Hindi Core / Elective | 8:30 AM to 11:30 AM |
27 February 2023 (Monday) | Fine Arts (All Options) | 8:30 AM to 11:30 AM |
28 February 2023 (Tuesday) | Physics / Economics | 8:30 AM to 11:30 AM |
01 March 2023 (Wednesday) | Home Science | 8:30 AM to 11:30 AM |
02 March 2023 (Thursday) | English (Core/Elective)/(English Special) | 8:30 AM to 11:30 AM |
03 March 2023 (Friday) | Geography | 8:30 AM to 11:30 AM |
04 March 2023 (Saturday) | Biology/ Psychology | 8:30 AM to 11:30 AM |
06 March 2023 (Monday) | Chemistry/ Accountancy/ Public Administration | 8:30 AM to 11:30 AM |
07 March 2023 (Tuesday) | Punjabi | 8:30 AM to 11:30 AM |
09 March 2023 (Thursday) | History/ Business Studies | 8:30 AM to 11:30 AM |
10 March 2023 (Friday) | Sociology/ Entrepreneurship | 8:30 AM to 11:30 AM |
13 March 2023 (Monday) | Mathematics | 8:30 AM to 11:30 AM |
14 March 2023 (Tuesday) | Physical Education | 8:30 AM to 11:30 AM |
15 March 2023 (Wednesday) | Sanskrit/ Urdu/ Bio-Technology | 8:30 AM to 11:30 AM |
16 March 2023 (Thursday) | Political Science | 8:30 AM to 11:30 AM |
17 March 2023 (Friday) | Military Science / Dance (All Options)/ Agriculture | 8:30 AM to 11:30 AM |
18 March 2023 (Friday) | Retail/ Automobile/ IT&ITES/ Patient Care Assistant/ Physical Education & Sports/ Beauty & Wellness/ Office Secretary ship and Stenography in Hindi/English/ Travel Tourism & Hospitality/ Agriculture Paddy Farming/ Media Animation/ Banking and Finance Services/ Banking and Insurance Services/ Apparel Fashion Design | 8:30 AM to 11:30 AM |
20 March 2023 (Friday) | Sanskrit Grammer Part 1 (Only for Gurukul/Sanskrit Vidyapeeth) (Modern Arsha Method / Arsha Method) | 8:30 AM to 11:30 AM |
21 March 2023 (Friday) | Sanskrit Grammer Part 2 (Only for Gurukul/Sanskrit Vidyapeeth) (Modern Arsha Method / Arsha Method) | 8:30 AM to 11:30 AM |
22 March 2023 (Friday) | Sanskrit Literature Ved Theory (Only for Gurukul/Sanskrit Vidyapeeth) (Modern Arsha Method / Arsha Method) | 8:30 AM to 11:30 AM |
IMPORTANT INSTRUCTIONS:-
1. Differently Abled (i) Blind candidates (ii) Dyslexic & Spastic candidates (iii) Deaf & Dumb candidates (iv) Permanently disabled who cannot write with their own hands, shall be provided along with the services of amanuensis and an extra time of 20 minutes per hour for answering each paper.
2. Candidates will bring their own log, trigonometry tables & stencils for maps and can use colored pencils in Science Subjects only.
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Analysis
1. There are total 13 questions in this question paper, which are divided into four sections A, B, C, D.
2. Section A - Question No. 1 of this section contains up to 40 objective type questions. Each question is of 1 mark.
3. Section B - This section contains total 6 questions from question nos. 2 to 7. Each question is of 2 marks.
4. Section C - This section contains 4 questions in total from question numbers 8 to 11. Each question is of 4 marks.
5. SECTION D - This section contains only 2 questions, question numbers 12 and 13. Each question is of 6 marks.
And
There was no overall option. However, in both the questions in Section D, internal choice is given. You have to choose only one option.
Note
1. Difficulty Level of Mathematics Paper 2020: Moderate to Difficult.
2. All questions in the paper were from the latest syllabus and based on NCERT textbooks
3. Average range of marks required was 60+ (out of 80)
1. There are total 13 questions in this question paper, which are divided into four sections A, B, C, D.
2. SECTION A - Question No. 1 of this section contains up to 40 objective type questions. Each question is of 1 mark.
3. SECTION B - This section contains total 6 questions from question nos. 2 to 7. Each question is of 2 marks.
4. SECTION C - This section contains total 4 questions in from question numbers 8 to 11. Each question is of 4 marks.
5. SECTION D - This section contains only 2 questions, question numbers 12 and 13. Each question is of 6 marks.
6. In both the questions in Section D, internal choice is given. You have to choose only one option.
According to the schedule, the Class 11 exams will commence on February 17, 2025, and the Class 9 exams will begin on February 18, 2025...
Posted On: 23 Jan, 2025 | |
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