Algebra
94 videos • 207 views • by JaberTime
1
There is more than one way to tile a floor.
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2
How many Paths from A to B?
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3
How Many Rectangles in each Figure?
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4
How Many Tiles?
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5
Rational Expressions
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6
Polynomials
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7
Factoring Polynomials
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8
Triangular Numbers
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9
Solving Linear Equations and Rational Equations.
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10
De Morgan's laws and Venn Diagrams.
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11
Graph Linear Equations in Two Variables
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12
A certain whole number less than 100 leaves the remainders.....
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13
Slope of a Line
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14
Functions, Relations, Tables and Equivalent Expressions
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15
Quadratic Equations
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16
Find the Equation of a Line
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17
Other Types of Equations
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18
Linear Inequalities and Absolute Value Inequalities
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19
Domain and Range
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20
Functions and Function Notation.
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21
Rates of Change and Maxima and Minima
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22
Composition of Functions
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23
Quadratic Functions Part I
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24
Inverse Functions
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25
Transformation of Functions
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26
Absolute Value Functions
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27
Systems of Equations in Two Variables
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28
Real numbers System, Order of Operations, and properties of Real Numbers.
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29
Exponents and Scientific Notation with Examples
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30
Radicals and Rational Exponents.
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31
Quadratic Functions Part II
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32
Power Functions and Polynomial Functions
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33
Rational Functions
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34
Graphs of Polynomial Functions
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35
A Rectangle is twice as long as it is wide.
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36
Radical Functions and Inverse Functions.
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37
How many handshakes?
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38
Multiplying in base 5.
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39
Powers and Radicals
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40
Powers and Radicals II
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41
Quadratic Functions in Standard Form__
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42
Logarithmic Properties.
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43
Power Functions and Polynomials
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44
Vertex Form
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45
Solving Radical Equations
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46
GCD (a, b) and LCM(a, b) and the relation between them.
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47
Solve by Completing the Square. 10 Examples.
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48
Graphs of Exponential Functions
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49
Modeling Using Variation
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50
Solving Polynomial Equations Algebraically
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51
The Remainder and the Factor Theorems. Synthetic Division. Long Division. With five Examples.
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52
Solve Exponential Equations not requiring Logarithms with 10 Examples
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53
Simplify Powers with 10 Examples
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54
Exponential Functions Compound Interest Average rate of Change.
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55
How many paths from C to E?
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56
The Pigeonhole Principle How Many Red Playing cards must be drawn?
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57
Venn Diagrams Precents.
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58
Venn Diagrams II
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59
Pigeonhole Principle II. How many black playing cards must be drawn from a single deck of cards?
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60
A Turtle is at the bottom of a 12-foot well.
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61
Adding in Base 5
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62
Multiply in base 5
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63
Arithmetic Sequence
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64
Single Exponent
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65
Convert base 8 to decimal
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66
Subtracting in Base 4.
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67
Subtracting in Base 5 Four Examples
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68
Regular Polygons. Exterior Angles, Interior Angles, and Central Angles.
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69
Graphing Rational Functions with a Slant Asymptote.
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70
Rational Functions with A Hole on the Graph Example 1
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71
Rational Functions Example 3
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72
Rational Functions Removable Discontinuity a Hole on the Graph Example 4
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73
Graphing Quadratic Functions from Standard Form.
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74
Complex Numbers with Examples.
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75
Vertex Form.
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76
Exponential Functions.
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77
Long Division and Synthetic Division
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78
Graphing Exponential Functions.
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79
Exam 1 Review
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80
Exponential Equations, Geometric Series and Compound Interest Formulas.
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81
Repeating Decimal to Fraction.
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82
Functions_ Domain; Range; Rates of Change; Composition; Inverse; Transformation; Absolute; System.
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83
Logarithms and Logarithmic Functions.
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84
College Algebra Exam 3 Review includes 50 Quick Questions.
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85
Final Exam Review Math 3
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86
Pigeonhole Principle III
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87
Math 106 _Ch 9 HW number 3 _Find Missing Angles #shorts
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88
Math 106 Ch 9 number 5_Missing Angles #Shorts
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89
Math 106 Ch 9 number 17. Find the measure of interior Angles of a polygon. #Shorts
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90
Math 106 "Geometry for Elementary Teachers" Midterm Review 20 Questions.
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91
Math 106 " Geometry for Elementary Teachers" Final Exam Review-20 Qs
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92
Graphing Quadratic Functions in Standard form.
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93
Exam 1 Review College Algebra.
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94
Solve Quadratic Functions by factoring
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