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Algebra 1 Full Year Differentiated Notes and Worksheets

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Organized in Algebra
927 Followers
Grade Levels
9th - 10th
Subjects
Standards
Formats Included
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Pages
552 Student Pages + Answer Keys
$154.99
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$261.99
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$107.00
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$154.99
List Price:
$261.99
You Save:
$107.00
Bundle
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Organized in Algebra
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Products in this Bundle (76)

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    Description

    Save time and meet the needs of all your students with these no prep, differentiated guided notes and practice worksheets for the full year of Algebra 1!

    This Full Year Bundle includes 75 sets of notes and worksheets!

    Each set includes 3 versions of notes (Guided Notes, Blank Graphic Organizer & Filled In Notes) that all provide the same rigorous level of content but with differentiated support. It also comes with a 1 - 4 page practice worksheet for independent practice!

    You can let students self-evaluate and choose which level of notes they utilize or you can select which option would be the most appropriate for each of your students. You can use these options to empower student choice in your classroom.

    Differentiation Options:

    • Guided Notes – These are ideal for many students! It allows them to spend the majority of their time and attention on the content, rather than rushing to keep up with writing. They will fill in the blanks, and still have space to add in their own extra notes.
    • Blank Notes – These might be good for students who like to doodle or who would prefer to write everything out themselves.
    • Filled In Notes – These are good for students who struggle with writing, who struggle with copying from the board, who struggle with absenteeism, or struggle with legible handwriting. They can highlight, underline, or just watch, listen, and engage in conversation about the topic, rather than spending all their energy and focus on writing.

    Each topic includes:

    • 1 PDF file
    • 3 versions of the same notes
    • 1 worksheet
    • Answer Keys with fully worked out solutions

    Topics Included (Broken down by units):

    1- Algebra Foundations:

    • Order of Operations
    • Properties
    • Combining Like Terms
    • Math Vocab
    • Translating Expressions
    • Solving Equations
    • Solving Equations Word Problems

    2- Solving Equations & Inequalities:

    • Determining Solutions to Inequalities
    • Translating & Writing Inequalities
    • Solving Inequalities
    • Solving Equations Variables on Both Sides
    • Solving Equations Special Cases
    • Proportions
    • Literal Equations

    3- Relations & Functions:

    • Features of Functions
    • Interpreting Features of Functions
    • Domain & Range
    • Identifying Functions
    • Evaluating Functions

    4- Writing Linear Equations:

    • Identifying Key Features of Linear Functions
    • Finding Slope
    • X & Y Intercepts
    • Rate of Change & Initial Value
    • Writing Equations in SI Form
    • Identifying Linear Functions
    • Writing Equations in PS Form
    • Re-Writing Linear Equations in Standard Form
    • Writing Linear Equations

    5- Graphing:

    • Graphing Linear Equations
    • Scatterplots & Correlation
    • Causation vs. Correlation
    • Linear Regression & Correlation Coefficients
    • Graphing Linear Inequalities

    6- Systems of Equations & Inequalities:

    • Solving Systems by Graphing
    • Solving Systems by Substitution
    • Solving Systems by Elimination
    • Systems of Equations Word Problems
    • Systems of Inequalities
    • Systems of Inequalities Word Problems

    7- Exponents, Roots, Exponential Functions:

    • Exponents & Roots
    • Properties of Exponents
    • Solving Equations with Exponents
    • Exponential Functions
    • Graphing Exponential Functions
    • Exponential Growth & Decay
    • Exponential Function Word Problems

    8- Radical Expressions:

    • Simplifying Radicals
    • Multiplying Radicals
    • Dividing Radicals
    • Rationalizing the Denominator
    • Adding & Subtracting Radicals

    Mini Unit - Rational & Irrational Numbers:

    • Identifying Rational & Irrational Numbers
    • Rational Number Rules

    9- Intro to Quadratic Equations:

    • Intro to Quadratics & Identifying Key Features of Quadratics
    • Transformations of Quadratics
    • Graphing Quadratic Functions

    Mini Unit - Sequences:

    • Intro to Sequences
    • Arithmetic Sequences
    • Geometric Sequences

    10- Polynomials & Factoring:

    • Classifying Polynomials & Writing in Standard Form
    • Adding & Subtracting Polynomials
    • Multiplying Polynomials
    • Factoring by GCF
    • Factoring by Grouping
    • Factoring Trinomials
    • Factoring Special Cases

    11- Solving Quadratic Equations:

    • Solving Quadratics by Graphing
    • Solving Quadratics by Factoring
    • Solving Quadratics by Square Roots
    • Solving Quadratics by Completing the Square
    • Solving Quadratics by Quadratic Formula
    • Finding Key Features of Quads Algebraically

    12- Statistics:

    • Two Way Frequency Tables
    • Visual Representations of Data
    • Shape, Center & Spread of Data

    Check out the Free Scope & Sequence to see more details on the units, topics, standard alignment, and curriculum overview!

    *Standard alignment is provided for CCSS, NY Next Generation Math Standards, and TEKS.

    ***This bundle includes notes & worksheets. Get ALL the materials you need to teach Algebra 1 (warm ups, notes, worksheets, quizzes, tests, activities, and more) with the Algebra 1 Mega Bundle... Click here!

    Total Pages
    552 Student Pages + Answer Keys
    Answer Key
    Included
    Teaching Duration
    1 Year
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    Standards

    to see state-specific standards (only available in the US).
    Explain why the sum or product of two rational numbers is rational; that the sum of a rational number and an irrational number is irrational; and that the product of a nonzero rational number and an irrational number is irrational.
    Use units as a way to understand problems and to guide the solution of multi-step problems; choose and interpret units consistently in formulas; choose and interpret the scale and the origin in graphs and data displays.
    Interpret expressions that represent a quantity in terms of its context.
    Interpret parts of an expression, such as terms, factors, and coefficients.
    Interpret complicated expressions by viewing one or more of their parts as a single entity. For example, interpret π˜—(1 + 𝘳)ⁿ as the product of π˜— and a factor not depending on π˜—.

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    927 Followers