Contents of Unit -1

SL 1.1 – Using Standard Form
SL 1.2 – Arithmetic Sequence and Series
SL 1.3 – Geometric Sequence and Series
SL 1.4 – Financial Applications
SL 1.5 – Introduction to Logarithms
SL 1.6 – Simple Deductive Proofs
SL 1.7 – Laws of Exponents and Logarithms
SL 1. 8 – Sum of Infinite Geometric Sequence
SL 1.9 – Binomial Theorem
HL 1.10 – Counting principles, Binomial Expansions with negative and fractional powers
HL 1.11 – Partial Fractions
HL 1.12 – Complex Numbers, Cartesian form and Argand Diagram
HL 1.13 – Polar and Euler form
HL 1.14 – Complex Roots of Polynomials and De Moivre’s theorem
HL 1.15 – Proof by Contradiction and Induction
HL 1.16 – Solutions of System of Equations