Chapter 1: Compound Interest — Covers Formulae, When Interest is Reckoned Annually, When Interest is Reckoned Half-yearly (or Semi-annually). 25 pages. Practice: Exercise 1 (A) (14 questions), Exercise 1(B) (31 questions), Exercise 1 (C) (15 questions).
Chapter 3: Banking — Covers Calculating Interest is a Saving Bank Account, Method of Calculating Interest, Recurring Deposit (R.D.) or Commulative Time Deposits (C.T.D.). 13 pages. Practice: Exercise 3 (A) (11 questions), Exercise 3(B) (13 questions).
Chapter 6: Quadratic Equations — Covers Some different forms of the quadratic equation. 25 pages. Practice: Exercise 6 (A) (50 questions), Exercise 6 (B) (20 questions), Exercise 6-c (24 questions).
Chapter 8: Ratio — Covers Continued Proportion, Mean Proportional (or Geometric Mean), Third Proportional, An Important Property, Properties of Ratio and Proportion. 21 pages. Practice: Exercise 8(A) (47 questions), Exercise 8 (B) (10 questions).
Chapter 12: Reflection — Covers 12.1 Introduction, 12.2 Co-ordinate Axes, 12.3 Co-ordinates, 12.4 Reflection, 12.5 Reflection in the line y = 0 i.e. in the x-axis, 12.6 Reflection in the line x = 0 i.e. in the y-axis, 12.7 Reflection in the origin, 12.8 Invariant Point, 12.9 Using Graph Paper. 10 pages. Practice: Exercise 12(A) (19 questions), Exercise 12(B) (17 questions).
Chapter 14: Equation Of A Straight Line — Covers Inclination of a Line, Slope or Gradient of a Line, Some Results on Slope of a Line, Equation of An Oblique Line in Various Forms. 30 pages. Practice: Exercise 14 (A) (27 questions), Exercise 14 (B) (37 questions).
Chapter 16: Similarity As A Size Transformation — Covers Similarity of Figures, Similarity As a Size Transformation, Map. 5 pages. Practice: Exercise 16 (10 questions).
Chapter 17: Similarity Of Triangles — Covers Similar Triangles, Three Similarity Axioms For Triangles, Results on Area of Similar Triangles (Theorems). 12 pages. Practice: Exercise 17 (15 questions).
Chapter 18: Loci — Covers Some Examples of Loci. 13 pages. Practice: Exercise 18 (19 questions).
Chapter 20: Angle Properties Of A Circle — Covers Some Important Theorems., Arc Properties of Circles (Theorems). 27 pages. Practice: Exercise – 20 (A) (26 questions), Exercise 20 (B) (9 questions).
Chapter 23: Circumference And Area Of A Circle — Covers Some Important Formulae, Results on Sectors and Segments. 17 pages. Practice: Exercise 23 (47 questions).
Chapter 27: Graphical Representation Of Statistical Data — Covers Graphical Representation of Data. 12 pages. Practice: Exercise 27 (13 questions).
Chapter 28: Measures Of Central Tendency — Covers Average of a Data, Arithmetic Mean, Some Useful Results, Mean of grouped data. 14 pages. Practice: Exercise 28 (26 questions).
Chapter 4: Linear Inequations — Covers 4.1 Introduction, 4.2 Linear Inequations In One Variable, 4.3 Solving a Linear Inequation Algebraically, 4.4 Replacement Set and Solution Set, 4.5 Representation of the solution on the number line, 4.7 Important. 13 pages. Practice: Exercise 4(B) (35 questions).
Chapter 5: Quadratic Equations — Covers 5.1 Introduction, 5.2 To examine the nature of the roots, 5.3 Solving quadratic equations by factorisation, 5.4 Solving quadratic equations using the formula, 5.5 Equations Reducible to Quadratic Equations. 15 pages. Practice: Exercise 5(A) (5 questions), Exercise 5(B) (31 questions), Exercise 5(C) (10 questions), Exercise 5(D) (20 questions).
Chapter 6: Solving Simple Problems Based On Quadratic Equations — Covers 6.1 Introduction, 6.2 Problems Based on Numbers, 6.3 Problems Based on Time and Work, 6.4 Problems Based on Geometrical Figures, 6.5 Problems Based on Distance, Speed and Time, 6.6 Problems on C.P. and S.P., 6.7 Miscellaneous Problems. 13 pages. Practice: Exercise 6(B) (13 questions), Exercise 6(C) (10 questions), Exercise 6(D) (11 questions), Exercise 6(E) (16 questions).
Chapter 7: Ratio And Proportion Including Properties And Uses — Covers 7.1 Introduction, 7.2 Ratio, 7.3 Increase (or decrease) in a ratio, 7.4 Commensurable and incommensurable quantities, 7.5 Composition of Ratios, 7.6 Proportion, 7.7 Continued proportion, 7.8 Some Important Properties of Proportion, 7.9 Direct Applications. 25 pages. Practice: Exercise 7(A) (30 questions), Exercise 7(B) (20 questions), Exercise 7(C) (15 questions), Exercise 7(D) (25 questions).
Chapter 8: Remainder And Factor Theorems — Covers 8.1 A Basic Concept, 8.2 Remainder Theorem, 8.3 Factor Theorem, 8.4 Using the Factor Theorem to factorise the given polynomial. 10 pages. Practice: Exercise 8(B) (24 questions).
Chapter 9: Matrices — Covers 9.1 Matrix, 9.2 Order of a Matrix, 9.3 Elements of a Matrix, 9.4 Types of Matrices, 9.5 Transpose of a Matrix, 9.6 Equality of Matrices, 9.7 Addition of Matrices, 9.8 Subtraction of Matrices, 9.9 Additive Identity, 9.10 Additive Inverse, 9.11 Solving Matrix Equations, 9.12 Multiplication of a matrix by a scalar (real number)…. 20 pages. Practice: Exercise 9(B) (11 questions), Exercise 9(C) (31 questions), Exercise 9(D) (21 questions).
Chapter 10: Arithmetic Progression — Covers 10.1 Introduction, 10.2 Arithmetic Progression (A.P.), 10.3 General Term of An Arithmetic Progression, 10.4 Sum of $n$ terms of an A.P., 10.5 Three or more terms in A.P., 10.6 Arithmetic mean, 10.7 Properties of an A.P.. 19 pages. Practice: Exercise 10(A) (17 questions), Exercise 10(B) (16 questions), Exercise 10(C) (14 questions), Exercise 10(D) (14 questions), Exercise 10(F) (6 questions), Exercise 10(G) (20 questions).
Chapter 11: Geometric Progression — Covers 11.1 Introduction, 11.2 Geometric progression, 11.3 General term of a geometric progression, 11.4 Properties of geometric progression, 11.5 Sum of n terms of a G.P., 11.6 Sum of Infinite Terms of a G.P., 11.7 Recurring decimals, 11.8 Geometric mean between numbers $a$ and $b$, 11.9 n Geometric means between $a$ and $b$. 23 pages. Practice: Exercise 11(A) (12 questions), Exercise 11(B) (10 questions), Exercise 11(C) (8 questions), Exercise 11(F) (4 questions), Exercise 11(G) (10 questions).
Chapter 12: Reflection — Covers 12.1 Introduction, 12.2 Co-ordinate Axes, 12.3 Co-ordinates, 12.4 Reflection, 12.5 Reflection in the line y = 0 i.e. in the x-axis, 12.6 Reflection in the line x = 0 i.e. in the y-axis, 12.7 Reflection in the origin, 12.8 Invariant Point, 12.9 Using Graph Paper. 10 pages. Practice: Exercise 12(A) (19 questions), Exercise 12(B) (17 questions).
Chapter 13: Section And Mid Point Formula — Covers 13.1 Introduction, 13.2 The Section Formula, 13.4 Mid-Point Formula, 13.5 Centroid of a triangle. 13 pages. Practice: Exercise 13(A) (25 questions), Exercise 13(B) (18 questions), Exercise 13(C) (21 questions).
Chapter 14: Equation Of A Line — Covers 14.1 A Basic Concept, 14.2 Inclination of a line, 14.3 Concept of Slope (or, gradient), 14.4 Slope (or, gradient) of a straight line, 14.5 The slope of a straight line passing through two given fixed points, 14.6 Parallel Lines, 14.7 Perpendicular Lines, 14.9 X-intercept, 14.10 Y-intercept, 14.11 Equation of a line, 14.12 Equally Inclined Lines, 14.13 To find the slope and y-intercept of a given line. 19 pages. Practice: Exercise 14(A) (12 questions), Exercise 14(C) (23 questions), Exercise 14(E) (39 questions).
Chapter 15: Similarity — Covers 15.1 Introduction, 15.2 Similar Triangles, 15.3 Corresponding sides and corresponding angles, 15.4 Condition of Similar Triangle : (SAS, AA or AAA and SSS), 15.5 Basic Proportionality Theorem With Applications, 15.6 Relation between the areas of two triangles, 15.7 Similarity as a Size Transformation, 15.8 Applications to Maps and Models. 27 pages. Practice: Exercise 15(B) (10 questions), Exercise 15(D) (8 questions), Exercise 15(E) (34 questions).
Chapter 16: Loci — Covers 16.3 Theorems Based on Symmetry, 16.4 Applications, 16.5 Summary, 16.6 Important. 11 pages. Practice: Exercise 16(A) (20 questions), Exercise 16(B) (33 questions).
Chapter 17: Circles — Covers 17.1 Introduction, 17.2 Arc and its types, 17.3 Segment and relation between arcs and segments, 17.4 Cyclic Properties, 17.5 Some important results. 25 pages. Practice: Exercise 17(A) (61 questions).
Chapter 19: Constructions Circles — Covers 19.1 Construction of Tangents to a Given Circle, 19.2 Construction of Circumscribed and Inscribed Circles of a Triangle, 19.3 Circumscribing and Inscribing a Circle on Regular Hexagon. 5 pages. Practice: Exercise 19 (22 questions).
Chapter 21: Trigonometrical Identities — Covers 21.1 Trigonometry, 21.2 Trigonometrical Ratios, 21.3 Relations Between Different Trigonometrical Ratios, 21.4 Trigonometric Identities, 21.5 Trigonometrical Ratios of Complementary Angles, 21.6 Using the Trigonometrical Tables. 16 pages. Practice: Exercise 21(A) (48 questions), Exercise 21(B) (7 questions), Exercise 21(C) (11 questions), Exercise 21(D) (21 questions).
Chapter 22: Heights And Distances — Covers 22.1 Angles of elevation and depression. 10 pages. Practice: Exercise 22(A) (15 questions), Exercise 22(B) (15 questions), Exercise 22(C) (20 questions).
Chapter 23: Graphical Representation — Covers 23.1 Graphical Representation, 23.2 Histogram, 23.3 Histogram for Continuous Grouped Data, 23.4 For Discontinuous Grouped Data, 23.5 When Class Marks are Given, 23.6 Cumulative Frequency and Cumulative Frequency Table, 23.7 Cumulative Frequency Curve or an Ogive. 6 pages. Practice: Exercise 23 (9 questions).
Chapter 24: Measures Of Central Tendency — Covers 24.1 Introduction, 24.2 Arithmetic Mean, 24.3 Arithmetic Mean of Tabulated Data, 24.4 To Find Mean for Grouped Data (both continuous and discontinuous), 24.5 Median, 24.6 Median for Raw Data, 24.7 Median for Tabulated Data, 24.8 Median for Grouped Data (both continuous and discontinuous), 24.9 Quartiles, 24.10 Inter-quartile Range, 24.11 Mode. 29 pages. Practice: Exercise 24(A) (17 questions), Exercise 24(B) (11 questions), Exercise 24(D) (48 questions).
Chapter 25: Probability — Covers 25.1 Introduction, 25.2 Some Basic Terms and Concepts, 25.3 Measurement of Probability, 25.4 Important. 16 pages. Practice: Exercise 25(A) (15 questions), Exercise 25(B) (14 questions), Exercise 25(C) (34 questions).