Set Introduction, Objectives, Representation of Sets (Roster Method, Set Builder Method),
Types of Sets (Null Set, Singleton Set, Finite Set, Infinite Set, Equal Set, Equivalent Set,
Disjoint Set, Subset, Proper Subset, Power Set, Universal Set) and Operation with Sets
(Union of Set, Intersection of Set, Difference of Set, Symmetric Difference of Set)
Universal Sets, Complement of a Set

Logic Statement, Connectives, Basic Logic Operations (Conjunction, Disjunction,
Negation) Logical Equivalence/Equivalent Statements, Tautologies and
Contradictions.

Matrices Introduction, Types of Matrix (Row Matrix, Column Matrix, Rectangular Matrix,
Square Matrix, Diagonal Matrix, Scalar Matrix, Unit Matrix, Null Matrix, Comparable
Matrix, Equal Matrix), Scalar Multiplication, Negative of Matrix, Addition of Matrix,
Difference of two Matrix, Multiplication of Matrices, Transpose of a Matrix

Progressions Introduction, Arithmetic Progression, Sum of Finite number of quantities in
A.P, Arithmetic Means, Geometric Progression, Geometric Mean.