21:16

Inverse Laplace Transforms | KNEC, KNP AND CDACC

09:08

Example of Standard Normal Distribution | Probability Distributions | KNEC, KNP AND CDACC

22:44

Solving y=a sin x + b cos x | y= R sin (x-w)

01:03:04

Part 2: Mathematics Revision 1601/103 KNEC JULY 2023

57:58

Part 1: Mathematics Revision 1601/103 KNEC JULY 2023

21:43

Inverse of a 3X3 Matrix | KNEC, KNP AND CDACC Algebra

01:24:47

Part 2: DEMONSTRATE NUMERACY SKILLS | APPLIED BIOLOGY

47:11

Part 1: DEMONSTRATE NUMERACY SKILLS | APPLIED BIOLOGY

05:00

24. Cross Product | Dot Product | Vectors and Vector Analysis | KNEC, KNP AND CDACC

03:41

27. Area of a Triangle Continued | Area of Parallelogram | Vector Analysis | KNEC, KNP AND CDACC

16:33

28. Volume of a Parallelepiped | Vectors and Vector Analysis | KNEC, KNP AND CDACC

13:44

29. Vector Equation of a Line | Symmetric Equation | Parametric Equations | KNEC, KNP AND CDACC

04:29

30. Vector Equation of a Plane | Vectors and Vector Analysis | KNEC, KNP AND CDACC

05:47

31. Examples- Vector Equation of a Plane | Vectors and Vector Analysis | KNEC, KNP AND CDACC

03:41

26. Area of Triangle | Area of Parallelogram | Vectors and Vector Analysis | KNEC, KNP AND CDACC

11:38

25. Cross Product Example | Vectors and Vector Analysis | KNEC, KNP AND CDACC

02:45

23. Example Angle Between 2 Vectors | Vectors and Vector Analysis | KNEC, KNP AND CDACC

04:16

22. Angle Between Two Vectors | Vectors and Vector Analysis | KNEC, KNP AND CDACC

07:43

21. Perpendicular Vector | Orthogonal Vector | Normal Vector. Scalar Product | KNEC, KNP AND CDACC

03:51

20. Examples Unit Vector| Basic Unit Vector | Standard Unit | Vector Analysis | KNEC, KNP AND CDACC

07:00

7. Equal Vectors | Vectors and Vector Analysis | KNEC, KNP AND CDACC

05:12

6. Position Vector | Directed Vector | Vectors and Vector Analysis | KNEC, KNP AND CDACC

04:41

18. Unit Vector | Vectors and Vector Analysis | KNEC, KNP AND CDACC

05:21

19. Basic Unit Vectors | Standard Unit Vectors | Vectors and Vector Analysis | KNEC, KNP AND CDACC

06:10

17. Properties of Vector Norm | Magnitude of Vector | Vector Analysis | KNEC, KNP AND CDACC

06:25

16. Magnitude of Vector | Norm of Vector | Vectors and Vector Analysis | KNEC, KNP AND CDACC

06:28

15. Properties of Scalar Product | Dot Product | Vectors and Vector Analysis | KNEC, KNP AND CDACC

02:19

5. Vectors in R^n | n-Dimensional Vectors | Vectors & Vector Analysis |KNEC, KNP AND CDACC

02:44

4. Vectors in R^2, R^3 | Vectors in 2-D & 3-D Spaces |Vectors & Vector Analysis |KNEC, KNP AND CDACC

06:43

8. Addition and Scalar Multiplication of Vectors | Vectors and Vector Analysis | KNEC, KNP AND CDACC

09:35

9. Parallel Vectors | Scalar Multiplication | Vectors and Vector Analysis | KNEC, KNP AND CDACC

04:06

14. Dot Product Continued| Scalar Product | Vectors and Vector Analysis | KNEC, KNP AND CDACC

04:06

13. Scalar product Continued | Dot Product | Vectors and Vector Analysis | KNEC, KNP AND CDACC

05:19

12. Scalar Product | Dot Product | Vectors and Vector Analysis | KNEC, KNP AND CDACC

04:01

11. Parallel Vectors 3 | Scalar Multiplication | Vectors | KNEC, KNP AND CDACC

04:25

3. Scalar and Vector Continued | Vectors and Vector Analysis | KNEC, KNP AND CDACC

03:40

2. Definitions | Scalar and Vector Quantities | Vectors and Vector Analysis | KNEC, KNP AND CDACC

03:40

1. Introduction to Vectors | Vectors and Vector Analysis | KNEC, KNP AND CDACC

02:27

Shift Theorem Example 3 | Laplace Transforms | L{ e^(-2t) sin 3t } | KNEC, KNP AND CDACC Syllabi

03:51

Shift Theorem Example 2 | Laplace Transforms | L{ 4e^(at) cos 5t } | KNEC, KNP AND CDACC Syllabi

04:22

The Shift Theorem Example 1 | Laplace Transforms | L{ 2e^(at) t^4 } | KNEC, KNP AND CDACC Syllabi

10:43

Modified Table of Laplace Transforms II | L{ e^(at) f(x) | KNEC, KNP AND CDACC Syllabi

06:12

The Shift Theorem | Laplace Transforms | L{ e^(at) f(x) } | KNEC, KNP AND CDACC Syllabi

14:17

Introduction to Laplace Transforms | L{ f(x) = cos (at) } | KNEC, KNP AND CDACC Syllabi

09:59

Properties of Laplace Transforms | KNEC, KNP AND CDACC Syllabi

06:02

Introduction to Laplace Transforms | KNEC, KNP AND CDACC Syllabi

08:38

Introduction to Laplace Transforms | L{ f(x) = e^(at) } | KNEC, KNP AND CDACC Syllabi

03:28

Introduction to Laplace Transforms | L{ f(x) = k} | KNEC, KNP AND CDACC Laplace Transforms

03:34

Table of Laplace Transforms II | L{5e^(2t) -3e^(-t)} | KNEC, KNP AND CDACC Laplace Transform

03:56

Table of Laplace Transforms II | L{1 + 2t + 1/3 t^4} | KNEC, KNP AND CDACC Laplace Transform

02:39

Table of Laplace Transforms II | L{ 6sin 3t- 4cos t} | KNEC, KNP AND CDACC Laplace Transform

05:01

Table of Laplace Transforms II | L{ t^2} = 2/s^3 | KNEC, KNP AND CDACC Laplace Transform

06:16

Table of Laplace Transforms II | L{ sin(at)} = a/(s^2 +) a^2 | KNEC, KNP AND CDACC Laplace Transform

02:30

Table of Laplace Transforms II | 2Cosh (2X) - Sinh (3X) | KNEC, KNP AND CDACC Laplace Transforms

12:31

Substitution Method | Simultaneous Equations | KNEC, KNP AND CDACC Algebra

04:17

Laws of Indices (II) | Indices And Logarithms | KNEC, KNP AND CDACC Algebra

09:36

Elimination Method | Simultaneous Equations | KNEC, KNP AND CDACC Algebra