In this video I will explain the step-by-step general technique of factoring x^2-3x-10.

Next video in this series can be seen at:
youtu.be/HbqcTFNKneE

1. Comparison Symbols
2. Operation Symbols
3. Order of Operations
4. The Number Line
5. Absolute Values and Opposites
6. Equivalent Fractions
7. Adding and Subtracting Negative Numbers
8. Properties of Real Numbers 1
9. Properties of Real Numbers 2
10. Multiplying (+) and (-) Real Numbers
11. Distributive Property: Example
12. How to Multiply Fractions
13. How to Divide Fractions
14. How to Simplify Fractions
15. What Are Number Sets?
16. Number Sets: Examples
17. What Are Prime Numbers?
18. How to Factor Numbers
19. How to Reduce Fractions
20. How to Find the L.C.D. 1
21. How to Find the L.C.D. 2
22. How to Find the L.C.D. 3
23. Adding Fractions Using L.C.D. 1
24. Adding Fractions Using L.C.D. 2
25. Adding Fractions Using L.C.D. 3
26. What is an Algebraic Expression?
27. How to Simplify Algebraic Expressions
28. How to Evaluate Algebraic Expressions 1
29. How to Evaluate Algebraic Expressions 2
30. What is Addition Property of Equality?
31. Solving Algebraic Equations: Solve x=?
32. Solving Algebraic Equations: Solve x=?
33. Solving Algebraic Equations: Solve x=?
34. Solving Algebraic Equations: Solve x=? Ex.
35. Solving Inequalities 1
36. Solving Inequalities 2
37. Solving Inequalities 3
38. Solving Inequalities 4
39. Equation in 2 Variables: Concept
40. Equation in 2 Variables: Ordered Pairs
41. Graphing Linear Equation 1
42. Graphing Linear Equation 2
43. What is Factoring?
44. How to Factor: General Technique
45. How to Factor: Foil Method
46. Recognizing Different Types of Factoring
47. Factoring Polynomials w/ 4 Terms
48. Factoring with x^2 Coefficient
49. Factoring with x^2 Coefficient: Foil Method
50. Factoring Quadratic Equations
51. Factoring Quadratic Equations: Ex 2
52. Factoring Quadratic Equations: Ex 3
53. Factoring Quadratic Equations: Ex 4
54. Introduction
55. Evaluate an Expression: Ex. 1
56. Evaluate an Expression: Ex. 2
57. Evaluate an Expression: Ex. 3
58. Evaluate an Expression: Ex. 4
59. Operation w/ Exponents: Ex. 1
60. Operation w/ Exponents: Ex. 2
61. Operation w/ Exponents: Ex. 3
62. Operation w/ Exponents: Ex. 4
63. Operation w/ Exponents: Ex. 5
64. Radical & Exponential Form: Ex. 1
65. Radical & Exponential Form: Ex. 2
66. Radical & Exponential Form: Ex. 3
67. Radical & Exponential Form: Ex. 4
68. Radical & Exponential Form: Ex. 5
69. Operations with Polynomials: Example 1
70. Operations with Polynomials: Example 2
71. Operations with Polynomials: Example 3
72. Operations with Polynomials: Example 4
73. Operations with Polynomials: Example 5
74. Factoring Polynomials: Example 1
75. Factoring Polynomials: Example 2
76. Factoring Polynomials: Example 3
77. Factoring Polynomials: Example 4
78. Reducing Radical Expression: Ex. 1
79. Reducing Radical Expression: Ex. 2
80. Reducing Radical Expression: Ex. 3
81. Reducing Radical Expression: Ex. 4
82. Operations w/ Radical Exp: Ex: 1
83. Operations w/ Radical Exp: Ex: 2
84. Operations w/ Radical Exp: Ex: 3
85. Operations w/ Radical Exp: Ex: 4
86. Operations w/ Radical Exp: Ex: 5
87. Operations w/ Radical Exp: Ex: 6
88. Operations w/ Radical Exp: Ex: 7
89. Operations w/ Radical Exp: Ex: 8
90. Simplifying Radical Expressions: Ex. 1
91. Simplifying Radical Expressions: Ex. 2
92. Simplifying Radical Expressions: Ex. 3
93. Simplifying Radical Expressions: Ex. 4
94. Operations w/ Radical: Ex. 1
95. Operations w/ Radical: Ex. 2
96. Operations w/ Radical: Ex. 3
97. Operations w/ Radical: Ex. 4
98. Find x=? (Solving Equations: 1)
99. Find x=? (Solving Equations: 2)
100. Find x=? (Solving Equations: 3)
101. Find x=? (Solving Equations: 4)
102. Find x=? (Solving Equations: 5)
103. Find x=? (Solving Equations: 6)
104. Find x=? (Solving Equations: 7)
105. Find x=? (Solving Equations: 8)
106. Typical Algebric Mistake to Avoid: 1
107. Typical Algebric Mistake to Avoid: 2

Michel van Biezen offers a well-organized series of 107 short lectures explaining everything you need to know in math before starting high school. This series is essential for any student looking to fill the gaps in their math education from Grades 1-8.

This series is also perfectly suitable for adult learners looking to brush up their math skills.