Course Modules: 7(A) - NC Math 1 (MS/HS Credit) - Weadon

(Standards Code TK) Translate between the explicit form and recursive form for arithmetic sequences.

(Standards Code TK) Translate between the explicit form and recursive form for arithmetic sequences. (Standards Code TK) Translate between the explicit form and recursive form for arithmetic sequences.

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Introduction: Explicit Form of an Arithmetic Sequence Introduction: Explicit Form of an Arithmetic Sequence 1

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Introduction: Recursive Form of an Arithmetic Sequence Introduction: Recursive Form of an Arithmetic Sequence 2

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Worked Examples: Converting Between Explicit and Recursive Sequences Worked Examples: Converting Between Explicit and Recursive Sequences 3

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Worked Examples: Translating Between Explicit and Recursive Forms Worked Examples: Translating Between Explicit and Recursive Forms 4

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External Url

Notes: Converting Between Explicit and Recursive Forms Notes: Converting Between Explicit and Recursive Forms 5

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External Url

Practice: Converting Between Explicit and Recursive Forms Practice: Converting Between Explicit and Recursive Forms 6

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Quiz

Check for Understanding Check for Understanding 5 7

4.0 min_score quiz 5325943 1

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(8.EE.1) Use properties of exponents with numerical bases.

(8.EE.1) Use properties of exponents with numerical bases. (8.EE.1) Use properties of exponents with numerical bases.

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Notes: Properties of Exponents with Numerical Bases Notes: Properties of Exponents with Numerical Bases 1

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Notes: Properties of Exponents Notes: Properties of Exponents 2

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Practice: Exponent Rules Practice: Exponent Rules 3

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Practice: Exponent Rules-2 Practice: Exponent Rules-2 4

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Quiz

Check for Understanding Check for Understanding 4 5

3.0 min_score quiz 5326180 1

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(NC.M1.N-RN.2) Write equivalent expressions using the properties and rules of exponents, variable as a base.

(NC.M1.N-RN.2) Write equivalent expressions using the properties and rules of exponents, variable as a base. (NC.M1.N-RN.2) Write equivalent expressions using the properties and rules of exponents, variable as a base.

External Url

Worked Examples: Exponent Properties with Products Worked Examples: Exponent Properties with Products 5

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External Url

Interactive Activity: Simplifying Expressions Interactive Activity: Simplifying Expressions 6

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External Url

Interactive Activity: Exponent Properties with Variable Expressions Interactive Activity: Exponent Properties with Variable Expressions 7

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Interactive Activity: Negative Exponents Interactive Activity: Negative Exponents 8

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Interactive Activity: Exponent of a Quotient Interactive Activity: Exponent of a Quotient 9

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External Url

Practice: Writing Equivalent Expressions Practice: Writing Equivalent Expressions 10

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Quiz

Check for Understanding Check for Understanding 5 11

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(NC.M1.A-CED.3) Graph a system of linear inequalities.

(NC.M1.A-CED.3) Graph a system of linear inequalities. (NC.M1.A-CED.3) Graph a system of linear inequalities.

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Worked Examples: Graphing a System of Linear Inequalities Worked Examples: Graphing a System of Linear Inequalities 1

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Worked Examples: Graphing a System of Linear Inequalities (Standard Form) Worked Examples: Graphing a System of Linear Inequalities (Standard Form) 2

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Notes: Graphing a System of Linear Inequalities Notes: Graphing a System of Linear Inequalities 3

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External Url

Interactive Activity: Graphing Systems of Linear Inequalities Interactive Activity: Graphing Systems of Linear Inequalities 4

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External Url

Practice: Graphing Systems of Inequalities Practice: Graphing Systems of Inequalities 5

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Practice: Graphing a System of Linear Inequalities Practice: Graphing a System of Linear Inequalities 6

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Quiz

Check for Understanding Check for Understanding 4 7

3.0 min_score quiz 5326366 1

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(NC.M1.A-CED.3) Write a system of linear inequalities given context.

(NC.M1.A-CED.3) Write a system of linear inequalities given context. (NC.M1.A-CED.3) Write a system of linear inequalities given context.

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Worked Examples: Writing a System of Linear Inequalities Worked Examples: Writing a System of Linear Inequalities 1

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Notes: Writing a System of Linear Inequalities (Notes with Inequality Signs) Notes: Writing a System of Linear Inequalities (Notes with Inequality Signs) 2

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Worked Examples: Writing a System of Linear Inequalities Given Context Worked Examples: Writing a System of Linear Inequalities Given Context 3

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External Url

Practice: Writing a System of Linear Inequalities Practice: Writing a System of Linear Inequalities 4

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Quiz

Check for Understanding Check for Understanding 5 5

4.0 min_score quiz 5326353 1

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(NC.M1.A-REI.6) Solve systems of linear equations using substitution.

(NC.M1.A-REI.6) Solve systems of linear equations using substitution. (NC.M1.A-REI.6) Solve systems of linear equations using substitution.

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External Url

Introduction: Solving Systems by Substitution Introduction: Solving Systems by Substitution 1

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Attachment

Notes: Solving with Substitution Notes: Solving with Substitution 2

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Practice: Solving with Substitution Practice: Solving with Substitution 3

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Quiz

Practice Quiz: Substitution Practice Quiz: Substitution 4

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Quiz

Check for Understanding Check for Understanding 5 5

4.0 min_score quiz 5326746 1

Score at least 4.0 Must score at least 4.0 to complete this module item Scored at least 4.0 Module item has been completed by scoring at least 4.0 Score at least % Must score at least % to complete this module item Scored at least % Module item has been completed by scoring at least % View Must view in order to complete this module item Viewed Module item has been viewed and is complete Mark done Must mark this module item done in order to complete Marked done Module item marked as done and is complete Contribute Must contribute to this module item to complete it Contributed Contributed to this module item and is complete Submit Must submit this module item to complete it Submitted Module item submitted and is complete

(NC.M1.A-REI.6/5) Solve systems of linear equations using elimination.

(NC.M1.A-REI.6/5) Solve systems of linear equations using elimination. (NC.M1.A-REI.6/5) Solve systems of linear equations using elimination.

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External Url

Introduction: Solving Systems by Elimination Introduction: Solving Systems by Elimination 1

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Notes: Solving with Elimination Notes: Solving with Elimination 2

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External Url

Practice: Solving by Eliminaton Practice: Solving by Eliminaton 3

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Quiz

Practice Quiz: Elimination Practice Quiz: Elimination 4

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Quiz

Check for Understanding Check for Understanding 5 5

4.0 min_score quiz 5326759 1

Score at least 4.0 Must score at least 4.0 to complete this module item Scored at least 4.0 Module item has been completed by scoring at least 4.0 Score at least % Must score at least % to complete this module item Scored at least % Module item has been completed by scoring at least % View Must view in order to complete this module item Viewed Module item has been viewed and is complete Mark done Must mark this module item done in order to complete Marked done Module item marked as done and is complete Contribute Must contribute to this module item to complete it Contributed Contributed to this module item and is complete Submit Must submit this module item to complete it Submitted Module item submitted and is complete

(NC.M1.A-SSE.1a) Identify constant, linear, and quadratic terms of a quadratic.

(NC.M1.A-SSE.1a) Identify constant, linear, and quadratic terms of a quadratic. (NC.M1.A-SSE.1a) Identify constant, linear, and quadratic terms of a quadratic.

Complete One Item

External Url

Introduction: Identifying Terms in a Quadratic Introduction: Identifying Terms in a Quadratic 1

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External Url

Notes: Quadratic Equation Vocabulary Notes: Quadratic Equation Vocabulary 2

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External Url

Practice: Quadratic Vocabulary Practice: Quadratic Vocabulary 3

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Practice: Identifying Terms Practice: Identifying Terms 4

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Quiz

Check for Understanding Check for Understanding 5 5

4.0 min_score quiz 5326954 1

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(NC.M1.A-SSE.1a; NC.M1.A-ASSE.1b; NC.M1.F-IF.4; NC.M1.F-IF.7) Identify parts of an exponential function: starting value, base, exponent.

(NC.M1.A-SSE.1a; NC.M1.A-ASSE.1b; NC.M1.F-IF.4; NC.M1.F-IF.7) Identify parts of an exponential function: starting value, base, exponent. (NC.M1.A-SSE.1a; NC.M1.A-ASSE.1b; NC.M1.F-IF.4; NC.M1.F-IF.7) Identify parts of an exponential function: starting value, base, exponent.

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Worked Examples: Features of Exponential Functions Worked Examples: Features of Exponential Functions 1

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Notes: Key Features of Exponential Functions Notes: Key Features of Exponential Functions 2

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Interactive Activity: Exponential Functions Interactive Activity: Exponential Functions 3

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Quiz

Practice Quiz: Identifying Key Features of Exponential Functions Practice Quiz: Identifying Key Features of Exponential Functions 4

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Quiz

Practice Quiz: Interpreting Key Features of Exponential Functions Practice Quiz: Interpreting Key Features of Exponential Functions 5

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Quiz

Check for Understanding Check for Understanding 5 6

4.0 min_score quiz 5326987 1

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(NC.M1.A-SSE.3) Identify the x-intercepts of a quadratic function.

(NC.M1.A-SSE.3) Identify the x-intercepts of a quadratic function. (NC.M1.A-SSE.3) Identify the x-intercepts of a quadratic function.

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External Url

Introduction: Finding X-Intercepts Introduction: Finding X-Intercepts 1

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Notes: Factoring, Square Root, and Graphing Notes: Factoring, Square Root, and Graphing 2

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Notes: Factoring and Graphing Notes: Factoring and Graphing 3

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Interactive Activity: Parabola Intercepts Interactive Activity: Parabola Intercepts 4

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Practice: Solving Quadratics Practice: Solving Quadratics 5

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Quiz

Check for Understanding Check for Understanding 5 6

4.0 min_score quiz 5326965 1

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(NC.M1.A-APR.1) Add and subtract quadratic expressions.

(NC.M1.A-APR.1) Add and subtract quadratic expressions. (NC.M1.A-APR.1) Add and subtract quadratic expressions.

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Page

Introduction: Add and Subtract Quadratic Expressions Introduction: Add and Subtract Quadratic Expressions 1

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Page

Notes: Add and Subtract Quadratic Expressions Notes: Add and Subtract Quadratic Expressions 2

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Page

Practice: Add and Subtract Quadratic Expressions Practice: Add and Subtract Quadratic Expressions 3

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Quiz

Check for Understanding Check for Understanding 4 4

3.0 min_score quiz 5327191 1

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(NC.M1.A-APR.3; NC.M1.A-REI.1; NC.M1.F-IF.8a) Find the greatest common numerical factor of a quadratic.

(NC.M1.A-APR.3; NC.M1.A-REI.1; NC.M1.F-IF.8a) Find the greatest common numerical factor of a quadratic. (NC.M1.A-APR.3; NC.M1.A-REI.1; NC.M1.F-IF.8a) Find the greatest common numerical factor of a quadratic.

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External Url

Interactive Activity: Finding the Greatest Common Factor Interactive Activity: Finding the Greatest Common Factor 1

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External Url

Worked Examples: Factoring When There is a Greatest Common Factor Worked Examples: Factoring When There is a Greatest Common Factor 2

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Worked Examples: Factoring with Grouping and Greatest Common Factor Worked Examples: Factoring with Grouping and Greatest Common Factor 3

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Notes: Factoring Completely Notes: Factoring Completely 4

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Practice: Factoring When There is a GCF Practice: Factoring When There is a GCF 5

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Quiz

Check for Understanding Check for Understanding 5 6

4.0 min_score quiz 5326894 1

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(NC.M1.A-APR.3; NC.M1.A-REI.1; NC.M1.A-SSE.3; NC.M1.F-IF.8a) Factor quadratics of the form ax^2 + bx + c.

(NC.M1.A-APR.3; NC.M1.A-REI.1; NC.M1.A-SSE.3; NC.M1.F-IF.8a) Factor quadratics of the form ax^2 + bx + c. (NC.M1.A-APR.3; NC.M1.A-REI.1; NC.M1.A-SSE.3; NC.M1.F-IF.8a) Factor quadratics of the form ax^2 + bx + c.

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Introduction: Factoring by Grouping Introduction: Factoring by Grouping 1

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Worked Examples: Factoring by Grouping Worked Examples: Factoring by Grouping 2

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Worked Examples: More Factoring by Grouping Worked Examples: More Factoring by Grouping 3

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Notes: Factoring by Grouping Notes: Factoring by Grouping 4

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Notes: Factoring by Grouping with a Box Notes: Factoring by Grouping with a Box 5

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Notes: Factoring with the Box Method Notes: Factoring with the Box Method 6

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Practice: The Box Method Practice: The Box Method 7

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Practice: Factoring Quadratics Practice: Factoring Quadratics 8

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Extra Practice: Factoring Quadratics Extra Practice: Factoring Quadratics 9

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Quiz

Check for Understanding Check for Understanding 5 10

4.0 min_score quiz 5326881 1

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(NC.M1.A-APR.3; NC.M1.A-SSE.3) The zero product property.

(NC.M1.A-APR.3; NC.M1.A-SSE.3) The zero product property. (NC.M1.A-APR.3; NC.M1.A-SSE.3) The zero product property.

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External Url

Worked Examples: The Zero Product Property Worked Examples: The Zero Product Property 1

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External Url

Worked Examples: Solving Quadratics by Factoring Worked Examples: Solving Quadratics by Factoring 2

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External Url

Notes: Zero Product Property Notes: Zero Product Property 3

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Notes: Solving by Factoring Notes: Solving by Factoring 4

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Practice: Solve Quadratic Equations when a=1 Practice: Solve Quadratic Equations when a=1 5

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Quiz

Check for Understanding Check for Understanding 5 6

4.0 min_score quiz 5326905 1

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