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7th grade precalculus games

Preview of Solving Quadratic Equations by Factoring Scavenger Hunt

Solving Quadratic Equations by Factoring Scavenger Hunt

Created by
Fun with Algebra
In this activity, students will practice solving quadratic equations. Each of the following trinomials can be factored to find the solutions to the equation. Before factoring and solving, some problems require students to combine like terms or to put it in standard form, while some are already in standard form.I usually will put the stations around the room, then have students start wherever they would like. The answers all loop around, no matter which problem you start with. Students love bein
Preview of Maze - Transformation of Exponential Functions

Maze - Transformation of Exponential Functions

✤ This maze is part of : Maze - BUNDLE Exponential Functions ✤ ✤ This maze is part of : Maze - MEGA BUNDLE on Exponential and Logarithmic Functions ✤ ✐ This product is a good review of "Transformation of Exponential Functions" where an Exponential Parent Function is given (with any base) with a description of a specific transformation. Student would need to apply such description to the parent and find the notation of the new function.This activity focuses on these transformations:❖ Reflectio
Preview of Maze - MEGA BUNDLE Quadratic Functions AND Quadratic Equations

Maze - MEGA BUNDLE Quadratic Functions AND Quadratic Equations

This bundle includes a total of 40+ 3 FREEBIES. representing the Quadratic Functions. This bundle has been in construction for the past 2 years. It has grown so much that it covers so many different aspects of the quadratic function. Many aspects of this function are illustrated in this bundle. Each of these mazes is sold separately at my store. Please visit the links below for more details about each individual product. The mazes are:Evaluating Quadratic Functions:☑ Maze - Evaluating Qua
Preview of Maze - BUNDLE Operations on Functions

Maze - BUNDLE Operations on Functions

This bundle includes a total of 7 mazes. Each of these mazes is sold separately at my store. Please visit the links below for more details about each individual product. The mazes are:• Maze - Functions - Adding and Subtracting Functions (Find the Rule)• Maze - Functions - Multiplying Functions (Find the Rule)• Maze - Functions - Dividing Functions (Find the Rule)• Maze - Functions - Composition of Functions (Find the Rule)• Maze - Functions - Inverse of Functions (Find the Rule) - Linear Mo
Preview of Maze - Solve Exponential Equations (use Common Base & Log) - 2 versions

Maze - Solve Exponential Equations (use Common Base & Log) - 2 versions

✐ This product is a good review of "Solving Exponential Equations" where the given problem maybe solved by:❖ Using Common Base❖ Using LogarithmsStudents need to feel comfortable with:✦ ✦ Using a calculator to evaluate logarithms.✦ ✦ Using the negative exponent property✦ ✦ Using the distributive property✦ ✦ Solving one- and two-step equationsIn this model, students may need to use one of the above skills, or a combination of skills to solve the given equation for x. Versions 1 and 2 have the
Preview of Factor out Greatest Common Factor (GCF) Scavenger Hunt

Factor out Greatest Common Factor (GCF) Scavenger Hunt

Created by
Fun with Algebra
Want a DIGITAL copy of this resource for Google Slides? Click HERE.In this activity, students will practice identifying the Greatest Common Factor (GCF) from polynomials and then factoring the GCF out. There are problems that have single variables, and some with multiple variables to vary the complexity of the problems.I usually will put the stations around the room, then have students start wherever they would like. The answers all loop around, no matter which problem you start with. Students
Preview of Maze - BUNDLE ALL ABOUT Polynomial Functions

Maze - BUNDLE ALL ABOUT Polynomial Functions

This bundle includes a total of 23 mazes. Each of these mazes is sold separately at my store. Please visit the links below for more details about each individual product. The mazes are:• Maze - Evaluating Polynomial Functions (By Substitution)• Maze - Classifying Polynomials• Maze - Describe the End Behavior• Maze - Analyzing Polynomial Functions• Maze - Turning Points of Polynomial Functions (Relative Maximum & Minimum)• Maze - Polynomial Functions & The Fundamental Theorem of
Preview of Maze - BUNDLE IMAGINARY NUMBERS (Complex Numbers)

Maze - BUNDLE IMAGINARY NUMBERS (Complex Numbers)

This bundle includes a total of 9 Mazes in which the student would have to complete a total of 111 questions (in all mazes combined) to get to the end.. Each of the mazes is sold separately at my store. Please visit the links below for more details about each individual product. The Mazes are: * Maze - Operations on Complex Numbers - Addition & Subtraction * Maze - Operations on Complex Numbers - Multiplication * Maze - Operations on Complex Numbers - Division & Rationalizing *
Preview of Maze - BUNDLE Operations on Polynomials

Maze - BUNDLE Operations on Polynomials

This bundle includes a total of 10 mazes (138 Questions). Each of these mazes is sold separately at my store. Please visit the links below for more details about each individual product. The mazes are:• Maze - Operations on Polynomials - Adding & Subtracting Polynomials• Maze - Operations on Polynomials - Distributive Property• Maze - Operations on Polynomials - Distributive Property (Level 2)• Maze - Operations on Polynomials - Distributive Property (Level 3)• Maze - Operations on Polyno
Preview of Maze - BUNDLE Properties of Exponents

Maze - BUNDLE Properties of Exponents

This bundle includes a total of 8 mazes. Each of these mazes is sold separately at my store. Please visit the links below for more details about each individual product. The mazes are: * Maze - Exponents - Product Property * Maze - Exponents - Quotient Property * Maze - Exponents - Power Property * Maze - Exponents - Negative Exponent Property * Maze - Exponents - Zero Exponent Property * Maze - Simplifying Exponents * Maze - Simplifying Exponents (Algebraic Expressions) * Maz
Preview of EMOJI - Solve Polynomial Equations by Factoring

EMOJI - Solve Polynomial Equations by Factoring

** This activity is available as a "GOOGLE ACTIVITY" product HERE**This EMOJI activity is included inEMOJI - BUNDLE Polynomial Functions 50%+ OFF✐ This product is a NO PREP - SELF CHECKING activity that engage students in 12 questions on "Solving Polynomial Equations by Factoring. These 12 questions will need to be solved using a variety of techniques (not necessarily one strategy). The techniques that will be used in completing this EMOJI are:☑ Factoring GCF☑ Factoring Perfect Square Trinomia
Preview of EMOJI - BUNDLE Polynomial Functions

EMOJI - BUNDLE Polynomial Functions

✐ This product is a NO PREP- SELF CHECKING & INDEPENDENT PRACTICEThis resource is a great packet for:❤ Homework ❤❤ Review any time during the year ❤❤ use with substitute teachers ❤❤ use during winter/spring break ❤❤ reteaching the concepts ❤❤ early finishers ❤This bundle includes a total of 15 Emojis. Each of these Emojis is sold separately at my store. This bundle is great for differentiationIn these Emojis students will work with Polynomial Functions. Students will be wor
Preview of Maze MEGA BUNDLE Exponential Growth and Decay & Logarithmic Functions

Maze MEGA BUNDLE Exponential Growth and Decay & Logarithmic Functions

This bundle includes a total of 38 mazes + 1 Foldable. Each of these mazes is sold separately at my store. Please visit the links below for more details about each individual product. The mazes are:EXPONENTIAL FUNCTIONS: (16 Mazes + 1 Foldable)• Maze - Exponential Functions - Is it Growth, Decay, or Neither?• Maze - Domain, Range, Asymptote, & y-intercept of Exponential Function (NEW)• Maze - Rewriting Exponential Equation in Logarithmic Form• Maze - Exponential Functions - Solving Exp F
Preview of Maze - Direct Variation - Find the missing value

Maze - Direct Variation - Find the missing value

✐ This activity is a good review of "Using the direct relation to find a missing value in a given situation." which is an important aspect that could help in real world applications.Students would need to to understand how to work the relationship between the variable in a direct relationship and go from there.✶ ✶ ✶ My students truly were ENGAGED answering this maze much better than the textbook problems. They wanted to complete it and get to the end. ✶ ✶ ✶There are 15 different questions provi
Preview of EMOJI - Dividing Polynomials (Long & Synthetic Division)

EMOJI - Dividing Polynomials (Long & Synthetic Division)

This EMOJI activity is included in• EMOJI - BUNDLE Polynomial Functions 50%+ OFF• Dividing Polynomials Bundle - 50%+ OFF** This activity is available as a "GOOGLE INTERACTIVE" product HERE**✐ This product is a NO PREP - SELF CHECKING activity that engage students in 12 questions on "Dividing Polynomials. The questions are divided into 4 different models:☑ Questions 1-4: Students are asked to specifically use Long Division (will have a remainder in some)☑ Questions 5-8: Students are asked to sp
Preview of Maze - Rational Functions - Find the Horizontal Asymptote

Maze - Rational Functions - Find the Horizontal Asymptote

✤ This maze is part of : Maze - BUNDLE Rational Functions ✤ ✐ This product is a good review of "Finding the Horizontal Asymptote of Rational Functions" which is an important element that is needed before graphing these functions.There are several models illustrated in this maze . As the horizontal asymptote is determined by comparing the degrees of the numerator polynomial and the denominator polynomial, the following models are shared in this maze:❖ The degree of the numerator is less than t
Preview of Maze - Rational Functions - Find the Slant (Oblique) Asymptote (2 Versions)

Maze - Rational Functions - Find the Slant (Oblique) Asymptote (2 Versions)

✤ This maze is part of : Maze - BUNDLE Rational Functions ✤ ❤ ❤ ❤ 5/12/16: This product is updated with this additional maze ❤ ❤ ❤ • Version 2 of Finding the Slant.✐ This product is a good review of "Finding the Slant (oblique) Asymptote of Rational Functions" which is an important element that is needed before graphing these functions.There are several models illustrated in this maze . As students need to feel comfortable with the definition of slant asymptote and how its found, the models
Preview of Maze - Solve Rational Equations (Level 2)

Maze - Solve Rational Equations (Level 2)

✤ This maze is part of : Maze - BUNDLE Rational Functions ✤ ✐ This product is a good review of "Solving Rational Expressions (LEVEL 2)" as students must feel comfortable with:☑ Factoring Techniques: (As students have to factor denominators first)✐ ✐ ✐ Factor GCF✐ ✐ ✐ Difference of Two Squares✐ ✐ ✐ Factoring Trinomial where a = 1☑ Identify Excluded Values☑ Finding the LCD:✐ ✐ ✐ In this level the LCD is the product of a Monomial by a Binomial or the product of 2 Binomials☑ Combine Like Terms☑ So
Preview of Scavenger Hunt {School/Home/Stations} - Multiply & Divide Rational Expressions

Scavenger Hunt {School/Home/Stations} - Multiply & Divide Rational Expressions

Have you seen the preview?? My kids ♥ loved ♥ this activity and ✭ approved of it ✭. Hopefully yours will find it enjoyable and helpful as well :-) In some classes I ran this activity in class while in others I assigned it at home as a homework. In both cases, students ❤ LOVED ❤ it. In Classroom Scavenger Hunt OPTION In the classroom version, this activity will allow students to move around the room. There are 16 cards with 16 different problems assessing the understanding of Multiplying
Preview of Index Laws Algebraic and Numeric base snakes and ladder bundle - 8 games

Index Laws Algebraic and Numeric base snakes and ladder bundle - 8 games

This is a curated selection of index law questions with gradual increasing difficulty delivered in 8 snakes and ladders games.The pack includes a total of 8 game boards with answers.There are 4 games with numeric bases and 4 games with algebraic bases.
Preview of EMOJI - Identify Actual Rational Roots using Rational Root Theorem

EMOJI - Identify Actual Rational Roots using Rational Root Theorem

** This activity is available as a "GOOGLE INTERACTIVE" product HERE**This EMOJI activity is included inEMOJI - BUNDLE Polynomial Functions 50%+ OFF✐ This product is a NO PREP - SELF CHECKING activity that engage students in 8 questions on "Solving Polynomial Equations for Actual Roots using the Rational Root Theorem. Students should feel comfortable:1. In listing the possible rational roots.2. In using a graphing utility (table format or graphs) (or plug by hand) to identify an actual Rational
Preview of Identifying Functions (Google & Hard Copy) - 2 OPTIONS Distance Learning

Identifying Functions (Google & Hard Copy) - 2 OPTIONS Distance Learning

This SELF-CHECKING PUZZLE is part of:☑ 2017 Google Interactive Membership {GROWING BUNDLE} - Current & Future ProductsThis ❤ Digital Google Interactive Activity ❤ is an engaging practice of working with "Identifying Functions" . This is a BLENDED Activity as a HARD COPY of the activity is included in this product. This products has a total of 10 questions. This activity is great for DIFFERENTIATION.My students appreciated this type of activity as it allowed them to be independent and fin
Preview of FREEBIE EMOJI - Exponent Rules (1st Introduction - Definitions)

FREEBIE EMOJI - Exponent Rules (1st Introduction - Definitions)

This EMOJI is part of : EMOJI - BUNDLE Properties of Exponents✐ This product is a NO PREP- SELF CHECKING activity that engage students in "Applying the Properties of Exponents when first introduced". This activity should help students feel comfortable with the properties and bring some good points to light such as the power of x is 1.☑ This activity has 12 questions that assess these 7 Properties:✐ ✐ ✐ Product Property✐ ✐ ✐ Quotient Property✐ ✐ ✐ Power Property✐ ✐ ✐ Negative Exponent Property
Preview of Maze - Domain, Range, Asymptote, & y-intercept of Exponential Function (V1 & V2)

Maze - Domain, Range, Asymptote, & y-intercept of Exponential Function (V1 & V2)

✐ This product is a good review of "Properties of Transformed Parent Exponential Functions" where transformed Exponential Parent Function is given (with any base) and students have to answer specific questions about the transformed function.In this unique maze, student are asked to find the followings WITHOUT THE USE OF A GRAPHING UTILITY::► Find the Domain► Find the Range► Find the y-intercept► Find the AsymptoteThis activity focuses on these transformations:❖ Reflection Across the x-axis❖ Vert
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