This course was created with the
course builder. Create your online course today.
Start now
Create your course
with
Autoplay
Autocomplete
Previous Lesson
Complete and Continue
Saxon Advanced Mathematics (2nd edition)
Introduction to the Course
Start here!
Documents
Need help?
How to submit homework and tests (2:26)
Recorded classes (1545:03)
Lesson 1
1.A - Points, Lines, and Rays (6:18)
1.B - Planes (2:38)
1.C - Angles (11:03)
1.D - Betweenness, Tick Marks, and Assumptions (8:38)
1.E - Triangles (6:05)
1.F - Transversals; Alternate and Corresponding Angles (11:06)
1.G - Area and Sectors of Circles (11:50)
1.H - Concept Review Problems (10:33)
Lesson 2
2.A - More on Area (6:43)
2.B - Cylinders and Prisms (12:29)
2.C - Cones and Pyramids (16:46)
2.D - Spheres (6:26)
Lesson 3
3.AB - Pythagorean Theorem and Triangle Inequalities (1) (4:29)
3.C - Similar polygons (10:04)
3.D - Similar triangles (21:05)
Lesson 4
4 - Construction (19:46)
Lesson 5
5.A - Exponents and Radicals (14:49)
5.B - Complex Numbers (9:43)
5.C - Areas of Similar Geometric Figures (7:15)
5.D - Diagonals of Rectangular Solids (9:16)
Lesson 6
6.A - Fractional Equations (7:50)
6.B - Radical Equations (5:26)
6.C - Systems of Three Linear Equations (7:41)
Lesson 7
7.AB - Inductive and Deductive Reasoning and Logic (12:04)
7.C - The Contrapositive (6:01)
7.D - Converse and Inverse (7:39)
Lesson 8
8.A - Statements of Similarity (8:37)
8.B - Proportional Segments (8:16)
8.C - Angle Bisectors and Side Ratios (8:39)
Lesson 9
9.A - Congruent Figures (13:17)
9.B - Proof Outlines (16:57)
Lesson 10
10.A - Equation of a Line (23:57)
10.B - Rational Denominators (14:05)
10.C - Completing the Square (5:33)
Lesson 11
11.AB - Circles and Properties of Circles (27:59)
11.C - The Quadratic Formula (7:50)
Lesson 12
12.A - Angles and Diagonals in Polygons (17:23)
12.B - Proof of the Chord-Tangent Theorem (13:10)
Lesson 13
13.A - Intersecting Secants (6:03)
13.B - Intersecting Secants and Tangents (15:32)
13.C - Products of Chord Segments (5:30)
13.D - Products of Secant and Tangent Segments (18:54)
Lesson 14
14.A - Sine, Cosine, and Tangent (10:30)
14.B - Angles of Elevation and Depression (9:22)
14.CD - Rectangular and Polar Coordinates; Coordinate Conversion (16:08)
Lesson 15
15.A - Assumptions (7:56)
15.B - Proofs (44:09)
Lesson 16
16.A - Complex Fractions (10:20)
16.B - Abstract Equations (5:42)
16.C - Division of Polynomials (5:03)
Lesson 17
17.A - Proofs of the Pythagorean Theorem (9:13)
17.B - Proofs of Similarity (15:02)
Lesson 18
18 - Advanced Word Problems (32:40)
Lesson 19
19.A - Nonlinear Systems (15:33)
19.B - Factoring Exponentials (7:56)
19.C - Sum and Difference of Two Cubes (9:01)
Lesson 20
20 - Two Special Triangles (11:05)
Lesson 21
21.A - Evaluating Functions (6:36)
21.B - Domain and Range (17:39)
21.C - Types of Functions (14:15)
21.D - Tests for Functions (8:02)
Lesson 22
22.A - Absolute Value (12:50)
22.B - Reciprocal Functions (8:02)
Lesson 23
23.AB - The Exponential Function and Sketching Exponentials (12:31)
Lesson 24
24.A - Sums of Trigonometric Functions (6:51)
24.B - Combining Functions (12:59)
Lesson 25
25.A - Age Problems (3:47)
25.B - Rate Problems (18:43)
Lesson 26
26.AB - The Logarithmic Form of the Exponential; Logarithmic Equations (14:58)
Lesson 27
27.AB - Related Angles and Signs of Trigonometric Functions (22:18)
Lesson 28
28.A - Factorial Notation (6:40)
28.B - Abstract Rate Problems (12:31)
Lesson 29
29.A - The Unit Circle (4:54)
29.B - Very Large and Very Small Fractions (5:38)
29.C - Quadrantal Angles (10:06)
Lesson 30
30.A - Addition of Vectors (19:36)
30.B - Overlapping Triangles (19:12)
Lesson 31
31.A - Symmetry (10:18)
31.B - Reflections (9:01)
31.C - Translations (15:15)
Lesson 32
32.A - Inverse Functions (10:14)
32.B - Four Quadrant Signs (4:24)
32.C - Inverse Trigonometric Functions (26:34)
Lesson 33
33.ABCD - Quadrilaterals; Parallelograms (29:13)
33.E - Trapezoids (11:59)
Lesson 34
34.A - Summation Notation (6:44)
34.B - Linear Regression (9:26)
34.C - Decomposing Functions (3:44)
Lesson 35
35.A - Change in Coordinates (7:13)
35.B - The Name of a Number (9:58)
35.C - The Distance Formula (8:43)
Lesson 36
36.AB - Angles Greater Than 360°; Sums of Trigonometric Functions (12:36)
36.C - Boat-in-the-River Problems (6:43)
Lesson 37
37.A - The Line as a Locus (14:27)
37.B - The Midpoint Formula (4:37)
Lesson 38
38.A - Fundamental Counting Principle and Permutations (9:20)
38.B - Designated Roots (6:40)
38.C - Overall Average Rate (8:46)
Lesson 39
39.A - Radian Measure (25:28)
39.B - Forms of Linear Equations (10:30)
Lesson 40
40.A - The Argument in Mathematics (3:39)
40.B - The Laws of Logarithms (12:17)
40.C - Properties of Inverse Functions (5:56)
Lesson 41
41.A - Reciprocal Trigonometric Functions (17:02)
41.B - Permutation Notation (6:44)
Lesson 42
42.AB - Conic Sections and Circles (13:06)
42.C - Constants in Exponential Functions (7:49)
Lesson 43
43.AB - Periodic Functions; Graphs of Sin ø and Cos ø (15:16)
Lesson 44
44 - Abstract Rate Problems (15:57)
Lesson 45
45.A - Conditional Permutations (12:21)
45.B - Two-Variable Analysis Using a Graphing Calculator (4:44)
Lesson 46
46.AB - Complex Roots and Factoring Over the Complex Numbers (12:31)
Lesson 47
47.A - Vertical Sinusoid Translations (6:27)
47.B - Arctan (2:40)
Lesson 48
48.A - Powers of Trigonometric Functions (5:18)
48.B - Perpendicular Bisectors (9:14)
Lesson 49
49.A - The Logarithmic Function (3:28)
49.B - Development for the Rules of Logarithms (9:10)
Lesson 50
50 - Trigonometric Equations (8:47)
Lesson 51
51 - Common Logarithms and Natural Logarithms (10:26)
Lesson 52
52.AB - The Inviolable Argument and Arguments in Trigonometric Equations (7:33)
Lesson 53
53.A - Review of Unit Multipliers (4:51)
53.B - Angular Velocity (15:27)
Lesson 54
54 - Parabolas (14:49)
Lesson 55
55.A - Circular Permutations (5:21)
55.B - Distinguishable Permutations (8:04)
Lesson 56
56.A - Triangular Areas (6:18)
56.B - Areas of Segments (7:33)
56.C - Systems of Inequalities (8:28)
Lesson 57
57.A - Phase Shifts in Sinusoids (10:46)
57.B - Period of a Sinusoid (7:40)
Lesson 58
58.A - Distance From a Point to a Line (13:39)
58.B - "Narrow" and "Wide" Parabolas (15:29)
Lesson 59
59.A - Advanced Logarithm Problems (8:50)
59.B - The Color of the White House (9:19)
Lesson 60
60.AB - Factorable Trigonometric Equations; Loss of Solutions Caused by Division (14:45)
Lesson 61
61.A - Single-Variable Analysis (8:45)
61.B - The Normal Distribution (15:44)
61.C - Box-and-Whisker Plots (22:02)
Lesson 62
62.A - Abstract Coefficients (6:48)
62.B - Linear Variation (7:52)
Lesson 63
63 - Circles and Completing the Square (9:48)
Lesson 64
64.A - The Complex Plane (2:35)
64.B - Polar Form of a Complex Number (3:42)
64.C - Sums and Products of Complex Numbers (9:49)
Lesson 65
65.A - Radicals in Trigonometric Equations (12:28)
65.B - Graphs of Logarithmic Functions (4:20)
Lesson 66
66.A - Formulas for Systems of Equations (9:34)
66.B - Phase Shifts and Period Changes (9:03)
Lesson 67
67 - Antilogarithms (10:18)
Lesson 68
68.A - Locus Definition of a Parabola (14:10)
68.B - Translated Parabolas (7:07)
68.CD - Applications and Derivation (8:06)
Lesson 69
69.AB - Matrices and Determinants (11:32)
Lesson 70
70 - Percentiles and z Scores (19:06)
Lesson 71
71 - The Ellipse (1) (11:08)
Lesson 72
72.AB - One Side Plus Two Other Parts; Law of Sines (14:52)
Lesson 73
73 - Regular Polygons (9:24)
Lesson 74
74 - Cramer's Rule (14:17)
Lesson 75
75 - Combinations (20:52)
Lesson 76
76.A - Functions of (-x) (19:02)
76.B - Functions of the Other Angle (4:12)
76.CD - Trigonometric Identities (1); Rules of the Game (14:38)
Lesson 77
77 - Binomial Expansions (1) (12:09)
Lesson 78
78 - The Hyperbola (18:21)
Lesson 79
79.A - De Moivre's Theorem (7:14)
79.B - Roots of Complex Numbers (19:11)
Lesson 80
80 - Trigonometric Identities (2) (24:04)
Lesson 81
81 - Law of Cosines (28:23)
Lesson 82
82.AB - Taking the Logarithm of; Exponential Equations (15:01)
Lesson 83
83.A - Simple Probability (6:46)
83.B - Independent Events (4:12)
83.C - Replacement (5:34)
Lesson 84
84.A - Factorable Expressions (14:54)
84.B - Sketching Sinusoids (12:19)
Lesson 85
85.A - Advanced Trigonometric Equations (20:41)
85.B - Clock Problems (13:38)
Lesson 86
86 - Arithmetic Progressions and Arithmetic Means (21:40)
Lesson 87
87.A - Sum and Difference Identities (9:52)
87.B - Tangent Identities (11:45)
Lesson 88
88 - Exponential Functions (Growth and Decay) (23:22)
Lesson 89
89 - The Ellipse (2) (13:37)
Lesson 90
90.A - Double-Angle Identities (7:28)
90.B - Half-Angle Identities (6:43)
Lesson 91
91 - Geometric Progressions (14:47)
Lesson 92
92.A - Probability of Either (14:14)
92.B - Notations for Permutations and Combinations (4:01)
Lesson 93
93.A - Advanced Trigonometric Identities (13:12)
93.B - Triangle Inequalities (2) (8:30)
Lesson 94
94.A - Graphs of Secant and Cosecant (5:26)
94.B - Graphs of Tangent and Cotangent (9:04)
Lesson 95
95 - Advanced Complex Roots (7:48)
Lesson 96
96.A - More Double-Angle Identities (8:25)
96.B - Triangle Area Formula (4:05)
96.C - Proof of the Law of Sines (3:26)
96.D - Equal Sides Imply Proportional Sides (4:19)
Lesson 97
97 - The Ambiguous Case (11:20)
Lesson 98
98.A - Change of Base (5:19)
98.B - Contrived Logarithm Problems (16:31)
Lesson 99
99.AB - Sequence Notations and Advanced Sequence Problems (13:40)
99.C - The Arithmetic and Geometric Means (8:18)
Lesson 100
100.A - Product Identities (9:24)
100.B - More Sum and Difference Identities (8:35)
Lesson 101
101.A - Zero Determinants (4:24)
101.B - 3x3 Determinants (3:26)
101.C - Determinant Solutions of 3x3 Systems (15:02)
101.D - Independent Equations (9:16)
Lesson 102
102 - Binomial Expansions (2) (11:35)
Lesson 103
103.A - Calculations with Logarithms (11:08)
103.B - Power of the Hydrogen (6:08)
Lesson 104
104.A - Arithmetic Series (8:24)
104.B - Geometric Series (10:52)
Lesson 105
105.A - Cofactors (8:46)
105.B - Expansion by Cofactors (11:17)
Lesson 106
106.A - Translations of Conic Sections (3:01)
106.B - Equations of the Ellipse (13:47)
106.C - Equations of the Hyperbola (11:59)
Lesson 107
107 - Convergent Geometric Series (16:35)
Lesson 108
108 - Matrix Addition and Multiplication (26:03)
Lesson 109
109 - Rational Numbers (10:39)
Lesson 110
110.A - Graphs of Arcsine and Arccosine (7:24)
110.B - Graphs of Arcsecant and Arccosecant (5:39)
110.C - Graphs of Arctangent and Arccotangent (10:40)
Lesson 111
111.A - Logarithmic Inequalities: Base Greater Than 1 (3:03)
111.B - Logarithmic Inequalities: Base Less Than 1 (2:21)
Lesson 112
112 - Binomial Theorem (11:11)
Lesson 115
115 - The Remainder Theorem (14:32)
Lesson 116
116 - The Region of Interest (20:27)
Lesson 117
117.A - Prime and Relatively Prime (4:22)
117.B - Rational Roots Theorem (14:43)
Lesson 118
118 - Roots of Polynomial Equations (16:48)
Lesson 119
119.A - Descartes' Rule of Signs (7:33)
119.B - Upper and Lower Bound Theorem (13:17)
119.C - Irrational Roots (13:17)
Lesson 120
120.A - Matrix Algebra (6:37)
120.B - Finding Inverse Matrices (11:39)
Lesson 121
121.A - Piecewise Functions (7:52)
121.B - Greatest Integer Function (3:51)
Lesson 122
122.A - Graphs of Rational Functions (9:26)
122.B - Graphs That Contain Holes (9:19)
Lesson 123
123 - The General Conic Equation (15:48)
Lesson 124
124 - Point of Division Problems (12:45)
Lesson 125
125.A - Using the Graphing Calculator to Graph (3:37)
125.B - Solutions to Systems of Equations Using the Graphing Calculator (2:58)
125.C - Roots (4:39)
4 - Construction
Complete and Continue
course builder. Create your online course today.
Start now
course builder. Create your online course today.
Start now
course builder. Create your online course today.
Start now
