28:21

KNEC REVISION ( COMPLEX ROOTS)

06:03

KNEC REVISION- COMPLEX ROOTS

18:31

KNEC REVISION ( ROOTS OF COMPLEX NUMBER)

32:27

〖Cos〗^3 θ and 〖Sin〗^4 θ Expansion

08:39

Cos4θ and Sin4θ EXPANSION (COMPLEX NUMBERS)

10:47

Cos⁡3θ and Sin⁡3θ EXPANSION (COMPLEX NUMBERS)

15:47

TAYLORS THEOREM (KNEC REVISION)

21:42

MACLAURINS THEOREM 2: KNEC REVISION

28:39

MACLAURINS THEOREM KNEC REVISION

08:21

EIGEN VALUES AND VECTORS KNEC REVISION

18:03

KNEC REVISION ( EIGEN VALUE AND VECTORS)

15:43

OCT/NOV 2022 KNEC REVISION ( COMPLEC NUMBERS) Q6(a)

10:18

DIVISION (COMPLEX NUMBERS)

07:02

MULTIPLICATION OF COMPLEX NUMBERS

07:04

ADDITION AND SUBTRACTION COMPLEX NUMBERS

41:57

COMPLEX NUMBERS INTRODUCTION ( WELL EXPLAINED )

08:37

TRIGNOMETRIC IDENTITIES: Introduction

20:32

KNEC REV: STATIONARY POINTS

07:32

KNEC REVISION: INVERSE FUNCTIONS

24:08

KNEC REVISION: CALCULUS : DIFFERENTIATION FORM FIRST PRINCIPLE

22:17

DETERMINANTS METHOD OF SOLVING MATRICES

28:49

FOURIER SERIES KNEC REVISION (NOV 2022)

17:44

NEWTON GREGORY INTERPOLATION KNEC MARCH 2023

27:50

NUMERICAL ANALYSIS :KNEC REVISION (NEWTON RAPHSON METHOD)

01:12:08

KNEC (LOGS AND INDICES) REVISION 2023-2021 SERIES

53:55

KNEC REVISION: SOLVING SIMULTENOUS EQUATIONS ( Elimination and Substitution) in 2 and 3 unknowns

01:11:00

BEST KNEC REVISION : BINOMIAL EXPANSION FOR ( DIPLOMA MOD 1 AND CERTIFICATE MOD 2)

51:03

KNEC PAST PAPERS REVISION :ALGEBRA (PART 1)

15:19

CRAMMERS RULE IN SOLVING (THREE UNKNOWNS) MATRICES

30:31

RELATIONSHIP BETWEEN ROOTS AND CO-EFFICIENTS OF QUADRATIC EQUATIONS WITH WORKED EXAMPLES (α and β )

23:59

ALGEBRA: Reduction of Equations to Quadratic Equations

25:58

ALGEBRA : SOLVING QUADRATIC EQUATIONS BY FACTORIZATION

16:58

LOGARITHMS ( EQUATIONS) PART 1

26:50

LOGARITHMS EQUATIONS (SOLVED EXAMPLES) PART 2

26:00

SOLVING 3 * 3 SIMULTENOUS EQUATION USING INVERSE METHOD

10:24

SOLVING LOGARITHMS BY CHANGE OF BASE

19:32

INVERSE OF A 3 BY 3 MATRIX WELL EXPLAINED WITH EXAMPLE

10:52

HOW TO FIND DETERMINANTS BY SARRUS DET METHOD

15:51

DETERMINANT OF A 3 BY 3 MATRIX

10:23

MULTIPLICATION OF MATRICES 3 BY 3

10:38

LAWS OF LOGARITHMS

03:58

HOW TO SIMPLIFY LOGARITHIMIC EXPRESSIONS EXAMPLE 2

03:07

HOW TO SIMPLIFY LOGARITHIMIC EXPRESSIONS EXAMPLE 3

03:13

HOW TO SOLVE INDICAL EQUATIONS

04:02

HOW TO SOLVE INDICAL EQUATIONS

05:26

SCALAR MULTIPLICATION 3 BY 3 MATRICES

05:41

3 by 3 MATRICES INTRODUCTION ; DEFINATIONS

05:02

SIMPLE INDICES OPERATIONS

03:49

SIMPLE INDICES OPERATIONS EXAMPLE 2

03:40

SIMPLE INDICES OPERATIONS EXAMPLE 1

06:06

INTRODUCTION TO LOGARITHMS AND INDICES

01:26

ENGINEERING MATHS CONCEPTS INTRO (EMC)