Algebra I for Ninth Grade

Teacher: Michael
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Algebra Basics

0 Introduction 00:00

1 Using Arithmetic Properties: Basics 00:00

2 Using Arithmetic Properties: Operations and Properties 00:00

3 Using Arithmetic Properties: Integers 00:00

4 Using Arithmetic Properties: Set Notation 00:00

5 Using Arithmetic Properties: Closure Properties 00:00

6 True and False Assertions 00:00

7 Understanding and Using Operations: Basics 00:00

8 Understanding and Using Operations: Opposites and Reciprocals 00:00

9 Understanding and Using Operations: Roots and Fractional Powers 00:00

10 Understanding and Using Operations: Rules of Exponents 00:00

11 Understanding and Using Operations: Variables and Like Terms 00:00

Algebraic Logic and Reasoning

12 Inductive and Deductive Reasoning 00:00

13 Hypothesis and Conclusion 00:00

Linear Equations and Inequalities

14 Simplifying Expressions 00:00

15 Solving Multistep Linear Equations 00:00

16 Solving Multistep Linear Inequalities 00:00

17 Solving Multistep Word Problems (Equations) 00:00

17 Solving Multistep Word Problems (Equations) 00:00

18 Solving Multistep Word Problems (Inequalities) 00:00

19 Solving Equations with Absolute Value 00:00

20 Solving Inequalities with Absolute Value 00:00

21 Linear Equation Graphs 00:00

22 Linear Inequality Graphs 00:00

23 Point-Slope Formula 00:00

24 Related Slopes 00:00

25 Systems of Two Linear Equations in Two Variables 00:00

26 Systems of Two Linear Inequalities in Two Variables 00:00

Polynomials

27 Working With Polynomials: Basics 00:00

28 Working With Polynomials: Adding and Subtracting 00:00

29 Working With Polynomials: Horizontal Multiplication and FOIL 00:00

30 Working With Polynomials: Vertical Multiplication 00:00

31 Factoring Polynomials: Factoring Basics 00:00

32 Factoring Polynomials: Using the GCF 00:00

33 Factoring Polynomials: Difference of Two Squares 00:00

34 Factoring Polynomials: Perfect Cube Binomials 00:00

35 Working With Polynomials: Dividing 00:00

This international-grade Algebra course (PISA) broadens students' understanding and development of mathematics and prepares them for college or university
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