UNIT – 1 – ALGEBRA AND TRIGONOMETRY
CHAPTER 1 – THEOREY OF EQUATION
01 – POLYNOMIAL EQUATION
02 – DIVISION ALGORITHM, REMAINDER & FACTOR THEOREM
03 – IMAGINARY AND IRRATIONAL ROOTS
04 – PROBLEMS ON IMAGINARY & IRRATIONAL ROOTS – PART 1
05 – PROBLEMS ON IMAGINARY & IRRATIONAL ROOTS – PART 2
06 – RELATION BETWEEN ROOTS AND COEFFICIENTS
07 – STANDARD RESULTS IN CUBIC EQUATION – PART 1
08 – PROBLEMS SOLVING IN CUBIC EQUATION – PART 2
09 – STANDARD RESULTS IN BI-QUADRATIC EQUATION – PART 3
10 – PROBLEMS SOLVING IN BI-QUADRATIC EQUATION – PART 4
11 – SYMMETRIC FUNCTION OF ROOTS IN TERMS OF COEFFICIENTS
12 – PROBLEMS IN CUBIC EQUATION – PART 1
13 – PROBLEMS IN BI-QUADRATIC EQUATION – PART 2
14 – SUM OF THE POWERS OF THE ROOTS
15 – PROBLEMS BASED ON SUM OF THE POWER OF THE ROORS – PART 1
16 – TRANSFORMATION OF EQUATION (ROOTS MULTIPLIED BY GIVEN NUMBER) – PART 1
17 – TRANSFORMATION OF EQUATION (ROOTS WITH SIGNS CHANGED) – PART 2
18 – TRANSFORMATION OF EQUATION (ROOTS ARE DIMINISHED BY h) – PART 3
19 – RECIPROCAL ROOTS – PART 1
20 – RECIPROCAL EQUATION – PART 2
21 – STANDARD RECIPROCAL EQUATION – PART 3
22 – PROBLEMS BASED ON RECIPROCAL EQUATION – PART 4
23 – REMOVAL OF TERMS
24 – MULTIPLE ROOTS
25 – NATURE & POSITION OF ROOTS
26 – PROPERTIES OF POLYNOMIAL – PART 1
27 – DESCARTES RULE OF SINGS – PART 2
28 – PROBLEMS ON DESCARTES RULE OF SINGS – PART 3
29 – HORNERS METHOD
30 – CARDENS METHOD
31 – BINOMIAL SERIES – PART 1
32 – BINOMIAL COEFFICIENTS – PART 2
33 – SUMMATION OF BINOMIAL SERIES – PART 3
34 – EXPONENTIAL SERIES – PART 4
35 – LOGARITHMIC SERIES – PART 5
CHAPTER 2 – MATRICES