9:03
1.3 Linear Functions Notes (Precalculus)
Jonathan Newman
15:19
1.4 Functions and Graphs (part 1)
6:28
1.4b Functions and Graphs - Piecewise (part 2)
15:01
1.5 Graphs of Functions Notes
5:27
1.6 Parent Functions
10:27
1.7 Function Transformations
12:48
1.8 Function Composition
11:55
1.9 Inverses Take Home Notes
10:33
2.1 Quadratic Functions and Models
7:39
2.2 Polynomial Function Notes
18:37
2.3 Polynomial Division
15:56
2.5 Zeros of Polynomials
18:45
2.6 Graphing Rational Functions, Part 1
10:36
2.6 Rational Function, Part 2 - Slant Asymptotes
13:48
2.7 Nonlinear Inequality Notes
7:16
3.1 Exponential Function Notes
8:56
3.2 Logarithmic Functions take home notes
14:58
3.3 properties of logarithms take home notes
6:00
3.5 Modeling with Exponential and Logarithm Notes
10:35
4.1 Angles and Radians take home notes
12:50
4.1.1 Special right triangles and the unit circle
7:44
4.3 Right Triangle Trig
5:19
4.2 trig functions and the unit circle
14:54
4.4 Trig of any Angle
8:16
4.5 Graphs of Sin and Cos
9:08
4.5 Graphing Sin & Cos Practice
11:14
4.6 graphs of tan, cot, sec, csc
11:56
4.7 Inverse Trig
11:19
5.2 Verifying Trig ID Practice
12:04
5.3 Trig Equation Notes
9:23
9.1 Sequences and Series Notes
7:11
9.2 Arithmetic Sequence and Series Notes
7:47
9.3 Geometric Sequences and Series Notes
8:54
1.2 Graphing Circle Notes
15:26
12.1 Limits Notes
17:51
12.2 Evaluating Limits
17:34
12.3 The Derivative
9:19
12.4 Limits at Infinity
13:25
5.3 Trig Equation Review
11:27
1.2.2 completing the square notes
10.7 polar coordinates take home notes
7:24
4.3 modeling with arithmetic sequences notes
9:59
3.5 Arithmetic Sequences Notes
7:13
3.1 Exponential Functions take home notes
7:38
6.1 law of sines
9:00
6.2 law of cosines take home notes
6:36
5.3 Trig Equations examples
9:22
1.5.1 Inequalities
9:40
10.6 parametric equations
13:57
5.1 trig identities take home notes
3.4 exponential and logarithmic equations take home notes
7:22
2.3 polynomial functions take home notes
