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0:08:57
Remainder and Factor theorem
0:18:53
integration by parts and by partial fractions
0:19:49
COMPLEATING THE SQUARE METHODE AND SKETCHING THE GRAGHS OF QUADRATIC FUNCTIONS
0:06:00
TYPES OF ROOTS PART A
0:16:49
ODD OR EVEN FUNCTIONS
0:21:00
differentiation using the power rule
0:21:37
limits to infinity (limits as x approaches positive and negative infinity)
0:13:23
differentiation using the chain rule
0:33:54
The first principle or definition of derivative using limits
0:15:31
LINEAR EQUATIONS
0:34:02
EQUATIONS AND ENEQUALITIES
0:12:34
Evaluate the following limits, if they exist.
0:12:26
Evaluate the following limits, if they exist.
0:12:46
division of complex numbers
0:38:14
complex numbers properties of the conjugate
0:09:40
solutions of limits
0:16:13
solutions of limits
0:13:45
properties of limits and solutions of limits
0:28:54
solutions of limits on graphs
0:37:55
INTERVAL SETS AND DISPLAYING SETS ON THE REAL LINE
0:12:04
Dot product of vectors a and b, determine the dot product a ·b
0:10:46
Determine whether the vectors u = −2i+4j−k, v =5i−2j − k and w = 3i + 4j − 3k lie on the same plane.
0:12:38
Find the cross product, v × w, of the following pairs of vectors.
0:05:33
cartesian product of sets
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