I introduce the transformations you can apply to the six trigonomtric functions. I then go over two basic examples of graphing sine with using t-tables. Part 2 will be two more examples of graphing sine & cosine with more transformations using a t-table. Part 2 www.youtube.com/watch?v=c1VD_LEs5ZY&feature=share&list=PL4FB17E5C77DCCE69&index=64

1. Function vs Relation
2. Visually identifying key characteristics of graphs
3. Even Odd Polynomial Functions & Symmetry
4. Even and Odd Functions Many Examples
5. Piecewise Functions
6. Difference Quotient
7. Rate of Change Slope & Point Slope Equation of Lines
8. Equations of Lines and Graphing
9. Equations of Parallel and Perpendicular Lines
10. Average Rate of Change
11. Transformation of Functions
12. Composition of Functions
13. Determining Domain of Functions
14. Combining Functions & Function Operations
15. Inverse Functions
16. Modeling with Functions Part 1
17. Modeling with Functions Part 2
18. Modeling with Functions Part 3
19. Complex (imaginary) Numbers Part 1
20. Complex (imaginary) Numbers Part 2
21. Graphing Parabolas w/ vertex & intercepts
22. Parabola Applications Maximizing Minimizing Reflectors, etc
23. Polynomial Graphs Part 1
24. Polynomial Graphs Part 2
25. Basic graphing with a TI-NSPIRE
26. Factoring Overview
27. Factoring by Grouping
28. Solving Equations with 2 Absolute Value Functions or More
29. Synthetic Division & Remainder Theorem
30. Long Division of Polynomials
31. Solving Higher Order Polynomials Pt 1 Rational Zeros Descartes Rule
32. Solving Higher Order Polynomials Pt 2 Rational Zeros Descartes Rule
33. Finding polynomials using the Linear Factorization Theorem
34. Horizontal Asymptotes of rational equations
35. Graphing Rational Functions with Slant Asymptotes
36. Finding vertical asymptotes and holes of rational equations
37. Graphing Rational Functions Part 1
38. Graphing Rational Functions Part 2
39. Solving Polynomial Inequalities
40. Solving Rational Inequalities
41. Graphing Exponential Functions w/ t-table or Transformations
42. Logarithm Introduction
43. Change of Base Formula Logarithms
44. Using Properties of Logarithms to Expand Logs
45. Using Properties of Logarithms to Condense Logs
46. Graphing Logarithms
47. Solving Equations with Logarithms Pt 1
48. Solving Equations with Logarithms Pt 2
49. Solving Equations with Logarithms Pt 3
50. Solving Compound Interest Problems
51. Standard Position Angles & Radians Part 1
52. Standard Position Angles & Radians Part 2
53. Setting up the Unit Circle Part 1 and Reference Angle
54. Setting Up the Unit Circle Part 2
55. Linear & Angular Speed Part 1
56. Linear & Angular Speed Part 2
57. Evaluating Trig Functions w/ Unit Circle Degrees & Radians
58. Fundamental Trigonometric Identities Intro & Proofs
59. Trig Expressions & Finding Trig Functions Given another Trig Ratio
60. Right Triangle Trigonometry Part 1: Finding Missing Sides
61. Right Triangle Trigonometry Part 2: Solving for Acute Angles
62. Trigonometric Cofunctions
63. Trigonometric Functions of Any Angle
64. Understanding Basic Sine & Cosine Graphs
65. Graphing Sine & Cosine w/out a Calculator Pt1
66. Graphing Sine & Cosine w/out a Calculator Pt 2
67. Equation of Sine and Cosine from a Graph
68. Water Depth Word Problem Modeled with Cosine Sine Function
69. Intro Tangent & Cotangent Graphs
70. Tangent & Cotangent Graphs w/ Transformations
71. Graphing Secant & Cosecant w/ t-table
72. Evaluating Inverse Trigonometric Functions
73. Evaluating Inverse Trigonometric Functions (Full Length PLEASE READ DESCRIPTION
74. Verifying Trigonometric Identities - Part 1
75. Verifying Trigonometric Identities - Part 2
76. Verifying Trigonometric Identities Pt3
77. Sum and Difference Trigonometric Identities
78. Verifying Trigonometric Identities Involving Sum & Difference
79. Evaluating Trigonometry Expressions with Half and Double Angles Pt1
80. Evaluating Trigonometry Expressions with Half and Double Angles Pt2
81. Trigonometry Proofs Involving Half and Double Angles
82. Trigonometric Equations Single Angle 0 to 2pi Restriction
83. Single Angle Trigonometric Equations All Solutions
84. Trigonometric Equations Multiple Angles 0 to 2pi Restriction
85. Trigonometric Equations Multiple Angles All Solutions
86. Oblique Triangles Law of Sines
87. Ambiguous Case for Law of Sines
88. Law of Cosines
89. Area of oblique triangles SAS SSS Heron's Formula
90. Applications of Law of Sines and Cosines
91. Trigonometry Bearing Problems 4 Examples
92. Understanding Polar Coordinates
93. Graphing Polar Equations, Test for Symmetry & 4 Examples Corrected
94. Converting Coordinates between Polar and Rectangular Form
95. Converting Equations Between Polar & Rectangular Form
96. Complex Numbers in Polar Form
97. Product & Quotient of Polar Complex Numbers
98. De Moivre's Theorem powers of Polar Complex Numbers
99. De Moivre's Theorem Roots of Polar Complex Numbers
100. Introduction to Vectors
101. Writing Vector in terms of Magnitude & Direction Example
102. Vector Application Examples
103. Dot Product & Angle Between Vectors
104. Projection of a Vector onto another Vector
105. Solving Linear Systems with Substitution and Linear Combination
106. Solving 3 Variable Linear Systems Substitution / Gaussian Elimination
107. Applications of 3 Variable Systems
108. Non-Square 3 Variable Linear Systems
109. Partial Fraction Decomposition Part 1
110. Partial Fractions Decomposition Part 2
111. 2 Variable Non Linear Systems Substitution Method
112. 2 Variable Non Linear Systems Addition/Elimination Method
113. Graphing Linear Inequalities
114. Graphing 1 Variable Inequalities
115. Graphing Non-Linear Inequalities
116. Graphing System of Linear Inequalities
117. Graphing Ellipses & Circles
118. Graphing Hyperbolas in Standard Form
119. Graphing Parabolas in Standard Form
120. Application of Ellipses
121. Application of Hyperbolas
122. Applications of Parabolas in Standard Form
123. Rotated Conic Section Identifying & Graphing 4 Examples
124. Introduction to Parametric Equations
125. Parametric Equations Eliminating Parameter T
126. Intro to Sequences
127. Summation Notation (Sigma)
128. Factorial Notation
129. Arithmetic Sequence Introduction
130. Partial Sum Arithmetic Sequence
131. Intro to Geometric Sequences
132. Geometric Means in a Geometric Sequence
133. Partial Sum Geometric Sequences
134. Infinite Sum Geometric Series
135. Converting Repeating Decimal to a Fraction
136. Induction Proofs
137. Binomial Theorem Introduction to Raise Binomials to High Powers
138. Why Limits are Important in Calculus
139. Finding Real limits Graphical & Numerical Approach
140. Properties of Limits
141. Finding Limits with Properties Examples inc Quotients
142. Limits & Continuity
143. Limits of Piecewise Function
144. Slope of Tangent Line Derivative at a Point
145. Finding Derivative with Definition of Derivative

In this series, the very helpful and fun math teacher Mr. Tarrou teaches students an entire course on pre-calculus from start to finish. This will cover the mathematics required to understand calculus concepts of limits, derivatives and integrals. His videos are friendly, easy to understand, entertaining, and very well organized, all thanks to Mr. Tarrou great dedication to teaching and mathusiasm