11:48

Lesson 1 introduction

15:56

EVALUATING LOGARITHMS

08:09

COMBINING LOGARITHMS INTO A SINGLE LOG

07:39

If I0 and I denote the intensity of light before and after going through a material and x is the dis

18:19

APPLICATIONS OF LOGS TO SOLVE EQUATIONS

11:41

If a task is learned at a performance level P0, then after a time interval t the performance level P

16:21

INTRODUCTION TO NS EXTRA LESSONS

04:45

A displacement is related to time as x = Asin(2πft), where A is a constant, t is the time, and f is

07:42

Suppose the displacement of an object is related to time according to the expression x = Bt^2, B?

12:39

Introduction to Computers

44:29

STATICS LECTURE 2 Solving Force Vectors using the parallelogram law

08:34

ENGINEERING MATHS ONLINE LESSONS' COURSE OUTLINE with Harmtedy

20:23

STATICS ONLINE LESSONS' COURSE OUTLINE with Harmtedy

17:19

MATERIALS SCIENCE ONLINE LESSONS' COURSE OUTLINE with Harmtedy

03:53

2ND YEAR ENGINEERING ONLINE LESSONS TIME TABLE with Harmtedy

27:29

sketching graphs of polynomials G12 / GCE 2019

12:45

Find the equation of the Tangent to the Curve 𝑦=(2𝑥+3)^3 at the point 𝑤ℎ𝑒𝑟𝑒 𝑥=−1 G12 / GCE 2019

25:22

Graphs of Polynomials G12/GCE 2018 Final Exams

14:46

Verifying De Morgan's law using sets given in Roaster format #RockView

05:48

Simplifying sets using De Morgan's laws

06:02

the vector u v and its terminal points are given find its initial points

13:39

SOLVING EQUATIONS INVOLVING COMBINATIONS IN BINOMIAL EXPANSIONS

12:03

Verifying the Associative and De Morgans laws of sets by harmtedy

07:12

Using the Associative and Distributive Properties to prove sets

10:07

unit vector in the same direction and opposite dirrection as the given vector

10:01

set builder notation

15:12

RANGE AND INVERSE OF EXPONENTIAL FUNCTIONS

15:33

PROVING THAT n CHOOSE r / unza

18:43

unit vector in the direction of a given vector quantity and magnitude

20:34

listing elements from set builder notation to roster notation

15:44

introduction to vectors

28:39

FINDING THE STANDERD EQUATION OF THE ELLIPSE AND THE HYPABOLA AND CALCULATING THEIR ECCENTRICITY

09:56

Equal vectors

18:11

converting Repeating decimal numbers to fractions

07:12

addition and subtraction of vectors

27:45

VECTORS AND SCALAR QUANTITIES

44:31

FORCES AND DYNAMICS / FRICTION FORCES /KINETIC AND STATIC FRICTION FORCE

08:56

TYPES OF ROOTS PART B

28:39

FINDING THE STANDERD EQUATION OF THE ELLIPSE AND THE HYPABOLA AND CALCULATING THEIR ECCENTRICITY

38:17

ANALYTICAL GEOMETRY (HYPABOLAS)

17:35

ANALYTICAL GEOMETRY (PARABOLAS) Part B

36:17

ANALYTICAL GEOMETRY (PARABOLAS) Part A

35:03

ANALYTICAL GEOMETRY (ELLIPSE) Part B

32:45

ANALYTICAL GEOMETRY (ELLIPSE) Part A

20:21

ANALYTICAL GEOMETRY (Describing A Circle) Part B

32:06

ANALYTICAL GEOMETRY (STRAIGHT LINE AND A CIRCLE) Part A

13:22

SEMESTER 2 MATHS COURSE OUTLINE

28:29

INTRODUCTORY CLASS

08:57

Remainder and Factor theorem

16:47

maximum and minimum value applications calculus

18:53

integration by parts and by partial fractions

06:00

TYPES OF ROOTS PART A

19:49

COMPLEATING THE SQUARE METHODE AND SKETCHING THE GRAGHS OF QUADRATIC FUNCTIONS

16:49

ODD OR EVEN FUNCTIONS

21:00

differentiation using the power rule

21:37

limits to infinity (limits as x approaches positive and negative infinity)

13:23

differentiation using the chain rule

33:54

The first principle or definition of derivative using limits

15:31

LINEAR EQUATIONS

34:02

EQUATIONS AND ENEQUALITIES