# Francis PolytechnicSenior High School # Home

• High School: Poly
• College: CSUN
• Degree: B.A. Mathematics
• Credential: Secondary Education in Mathematics
• 25 Years with U.S. Postal Service

Other interests: Boy Scout Leader, Troop 104 in Mission Hills. I like hiking, cycling, running and the outdoors. I am also a bit of a techie.

In order to be successful in Algebra, you must master these 4 tools, FIRST!
1. Graphing
2. Integers
3. Combine Like Terms
4. Distribution

Multiplication

Practice 1 – Practice Multiply One-Digit Numbers

Practice 2 -  Multiply Two-Digit Numbers

Division

Practice 1Basic Division

Practice 2 - One Digit Division

Integers

Combine Like Terms

Practice – Combining Like Terms

Distributive Property

Practice - Distributive Property with Variables

Graphing

Practice 1 – Points on the coordinate plane

Practice 2 – Coordinate plane word problem in 4 quadrants

9-1 – Slope, pg. 123-127

Practice 1 Slope intuition

Video 3 – Graphical slope of a line

Practice 2 Slope from a graph

Video 4 – Slope from two ordered pairs 1

Video 5 – Slope from two ordered pairs 2

Practice 3 Slope from two solutions

12-1 – Slope Intercept Form of an equation of a line, pg. 175-178

Video 1 – Graph from slope-intercept equation

Practice 2Graph from slope-intercept equation

Practice 3Slope-intercept equation from a graph

Video 3Slope-intercept form from table

12.2 –Point-Slope Form of an Equation of a Line, pg. 179-182

12.3 – pg. 183-186, Standard Form of an Equation of a Line

Extra – x and y-intercepts

Video 2Finding intercepts from a table

Practice 1Intercepts from a graph

Video 4x- and y-intercepts 2

Practice 2Intercepts from a linear equation

12.4 – pg. 187-190 Slope of Parallel and Perpendicular Lines

Practice 1 Equations of parallel and perpendicular lines

16.1 – 16.2 – pg. 239-246, Writing and Graphing Inequalities in Two Variables

Practice 1 Find the inequality representing a given graph

Practice 2 Graph inequalities and check solutions

17.1 – pg. 251-255, Solving Systems of Equations by Graphing

Practice 1 Solve systems of equations graphically

17-2 – pg. 256-260, Solving Systems of Equations by Table and Substitution

17.3 – pg. 261-263, Solving Systems of Equations by Elimination

Extra: Video 1 – How to check a solution to a system of equations

Practice 1 Check solutions to systems of equations

Word Problems with systems of equations

Practice 1 Systems of linear equations word problems

18-1 – pg. 273-277, Representing the Solution of a System of Inequalities

18-2 – pg. 278-280, Interpreting the Solution of a System of Inequalities

19-1 – pg. 287-290, Basic Exponent Properties

Video 4 – Exponent properties 1

Video 5 - Exponent properties 2

Video 6 – Exponent properties 3

Video 7 – Exponent properties 4

Practice Exponent Properties

19-2 – pg. 291-293, Negative and Zero Powers

Video 1 – Negative exponents

Video 2 – Negative exponent intuition

PracticePositive and negative exponents

20-1 – pg. 299-303, Radical Expressions

Video 1 – “Radicals 1 of 4” from Yaymath.com print out worksheet and do quiz.

Video 2 – “Radicals 2 of 4” from Yaymath.com print out worksheet and do quiz.

Webpage – Coolmath.com

Homework from Springboard pg. 311-312 #1-3, 6-8, 12-16

20-3 – pg. 307-310, Multiplying and Dividing Radical Expressions

22-1 – pg. 325-328, Exponential Functions and Exponential Growth

Video 1 – Intro to exponential Functions

Practice Write exponential functions

22-2 – pg. 329-332, Exponential Decay

22-3 – pg. 333-338, Graphs of Exponential Functions

Video 1 – Graphing basic exponential functions

Practice 2Graph basic exponential functions

24-1 – pg. 355-358, Polynomial Terminology

24-2 – pg. 359-363, Adding Polynomials

24-3 – pg. 364-366, Subtracting Polynomials

Practice - Add and subtract polynomials

25-1 – pg. 369-375, Multiplying Binomials

Practice Multiply binomials

25-2 – pg. 376-378, Special Products of Binomials

Video 2Squaring a binomial

Video 3 – Special products of the form  (More squaring a binomial)

Video 4Special products of the form

Practice Polynomial special products

25-3 – pg. 379-380, Multiplying Polynomials

26-1 – pg. 385-387, Factoring by Greatest Common Factor (GCF)

Video 1 – Intro to factors & divisibility

Video  2Monomial factorization

Video  3Monomial factorization: area model

PracticeFactor monomials

Video 4 – Factoring with the distributive property (1) (polynomials)

Practice – The distributive property with variables

26-2 – pg. 388-390, Factoring Special Products

Practice 1 – Factor difference of squares (basic)

Video 2– Identifying perfect square form

Practice 2Factor perfect squares: leading coefficient 1

27-1 – pg. 393-387, Factoring Trinomials

Video 1 – Factoring quadratics as  concept 1

Video 2Factoring quadratics as  concept 2

27-2 –pg. 398-400, Factoring  when  and when

Video 1Factor by grouping

28-1 – pg. 403-405, Simplifying Rational Expressions

Video 1 – Understanding square roots

Practice 1Square roots of perfect squares

Video 2Simplify square roots

Practice 2Simplify square roots

28-2 – pg. 406-410, Dividing Polynomials

28-3 – pg. 411-412, Multiplying and Dividing Rational Expressions

Video 3Multiplying rational expressions

Video 4Dividing rational expressions

Practice 2Multiply and divide rational expressions

28-4 – pg. 413-416, Adding and Subtracting Rational Expressions

29-1 – pg. 423-426, Modeling with a Quadratic Function

29-2 – pg. 427-430, Graphing and Analyzing a Quadratic Function

31-1 – pg. 455-458, Solving by Graphing or Factoring

Video 1 – Solving quadratics by factoring

31-2 – pg. 458-461, The Axis of Symmetry and the Vertex

Practice 1 Vertex, Axis of Symmetry, X-intercepts

31-3 – pg. 462-464, Graphing a Quadratic Function

Video 1 – Graph using a table

Video 2 – Graph by factoring

Practice 1Graph by factoring

30-1 – pg. 433-439, Translations of the Quadratic Parent Function

30-2 – pg. 440-443, Stretching and Shrinking the Quadratic Parent Function

30-3 – pg. 444-450, Multiple Transformations of the Quadratic Parent Function

32-1 – pg. 467-470, The Square Root Method

32-2 – pg. 471-473, Completing the Square

Practice 1Rewrite quadrats as perfect squares

Practice 2 – Solving quadratics by completing the square

32-3 – pg. 474-476, The Quadratic Formula

32-4 – pg. 477-479, Choosing a Method and Using the Discriminant

Practice 1 Number of solutions of quadratic equations

33-1 – pg. 485-487, Fitting Data with a Quadratic Function

33-2 – pg. 488-490, Interpreting Solutions of Quadratic Equations

Extra – Proof of the quadratic formula

# Homework

For Homework....click on "Algebra 1A" Link above.

5 years ago by Elaine Neff  1 # Interactive Notebook

5 years ago by Elaine Neff  1 # Graphing

5 years ago by Elaine Neff  0 # Race Car Integers

5 years ago by Elaine Neff  0 5 years ago by Elaine Neff  2