Maths · SSLC - English Medium
9 chapters · 189 topics
Chapter 2: Chapter 2
Chapter 3: Chapter
- . Introduction
- FUNCTIONS
- . Ordered Pair
- . Cartesian Product
- Note
- Note
- Note
- Note
- Note
- (i) R ={( , ), ( , ), ( , ), ( , )}
- Note
- . Functions
- Note
- Note
- . Representation of Functions
- Note
- . Types of Functions
- . Types of Functions · Part
- Note
- Note
- . Special Cases of Functions
- . Composition of Functions
- Note
- Note
- . Identifying the Graphs of Linear, Quadratic, Cubic and Reciprocal Functions
- Note
- } represents an identity function, then the value of a and b are respectively
- NUMBERS AND SEQUENCES
Chapter 4: Chapter
- . Introduction
- . Euclid’s Division Lemma
- Note
- Note
- . Euclid’s Division Algorithm
- Note
- . Fundamental Theorem of Arithmetic
- . Modular Arithmetic
- is divisible by . Note
- Note
- Note
- . Sequences
- . Sequences · Part
- Note
- . Arithmetic Progression
- Note
- Note
- Note
- . Series
- Note
- . Geometric Progression
- Note
- Note
- . Sum to n terms of a Geometric progression
- Note
- . Special Series
- . Special Series · Part
- . Special Series · Part
Chapter 5: Chapter
- . Introduction
- ALGEBRA
- Note
- . Simultaneous Linear Equations in Three Variables
- Note
- Note
- . GCD and LCM of Polynomials
- Note
- . Rational Expressions
- . Rational Expressions · Part
- . Rational Expressions · Part
- . Rational Expressions · Part
- . Square Root of Polynomials
- Note
- . Quadratic Equations
- Note
- . Graph of Variations
- . Graph of Variations · Part
- . Graph of Variations · Part
- . Graph of Variations · Part
- . Graph of Variations · Part
- . Graph of Variations · Part
- Note
- . Matrices
- . Matrices · Part
- Note
- Note
- Note
Chapter 6: Chapter
- . Introduction
- GEOMETRY
- . Similarity
- . Similarity · Part
- Note
- Note
- . Thales Theorem and Angle Bisector Theorem
- . Thales Theorem and Angle Bisector Theorem · Part
- . Thales Theorem and Angle Bisector Theorem · Part
- . Thales Theorem and Angle Bisector Theorem · Part
- . Thales Theorem and Angle Bisector Theorem · Part
- . Thales Theorem and Angle Bisector Theorem · Part
- . Thales Theorem and Angle Bisector Theorem · Part
- Note
- Note
- Note
- . Pythagoras Theorem
- Note
- . Circles and Tangents
- Note
- . Concurrency Theorems
- Note
- Note
- ICT CORNER
Chapter 7: Chapter
- . Introduction
- COORDINATE GEOMETRY
- Recall
- . Area of a Triangle
- Note
- . Area of a Quadrilateral
- Note
- Note
- Note
- Note
- Note
- ) with the origin
- Note
- . Straight Line
- Note
- Note
- Note
- . General Form of a Straight Line
- . General Form of a Straight Line · Part
- . General Form of a Straight Line · Part
- . General Form of a Straight Line · Part
- . General Form of a Straight Line · Part
- . General Form of a Straight Line · Part
- . General Form of a Straight Line · Part
- . General Form of a Straight Line · Part
- } sq.units
Chapter 8: Chapter
Chapter 9: Chapter
- . Introduction
- MENSURATION
- . Surface Area
- Note
- Note
- . Volume
- . Volume · Part
- . Volume · Part
- . Volume · Part
- . Volume · Part
- . Volume · Part
- . Volume · Part
- . Volume · Part
- . Volume and Surface Area of Combined Solids
- . Conversion of Solids from one shape to another with no change in Volume
- . Conversion of Solids from one shape to another with no change in Volume · Part
- . Conversion of Solids from one shape to another with no change in Volume · Part
- . Conversion of Solids from one shape to another with no change in Volume · Part
- . Conversion of Solids from one shape to another with no change in Volume · Part
- . Conversion of Solids from one shape to another with no change in Volume · Part
- . Conversion of Solids from one shape to another with no change in Volume · Part
- . Conversion of Solids from one shape to another with no change in Volume · Part
Chapter 10: Chapter
- . Introduction
- PROBABILITY
- Note
- . Measures of Dispersion
- . Measures of Dispersion · Part
- Note
- Note
- Note
- ( N = f i )
- . Coefficient of Variation
- . Coefficient of Variation · Part
- . Coefficient of Variation · Part
- . Probability
- . Probability · Part
- . Probability · Part
- Note
- Note
- ( , ),( , ),( , ),( , ),( , ),( , ) }; n S ( ) =
- . Algebra of Events
- � P (Union of mutually exclusive events) = ∑ ( Probability of events )
- ANSWERS