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Common Core HSA-SSE.A.1b games

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 - Exponential Functions: Radioactive Decay - Half-life

Maze - Exponential Functions: Radioactive Decay - Half-life

This maze is a good review of understanding how to use the Exponential Decay Function to work with radioactive elements in relation to their half-time. In this activity the "Half-Life" formula:N(t) = Nₒ (½)^(t/h)is going to be used in every question. This is a great practice on how to use it. Students will be asked to find:1. The Final Amount of the radioactive material after decaying for a specific time2. The Initial Amount if the radioactive material decayed to a certain amount for a ce
Preview of HOME ALONE: Digital Breakout about Exponential & Logarithmic Functions

HOME ALONE: Digital Breakout about Exponential & Logarithmic Functions

**UPDATED WITH REMOTE LEARNING OPTION APRIL 2020**Your Exponential and Logarithmic Functions test is tomorrow. You have been studying exceptionally hard for it. This morning, your teacher provided you with a helpful online study guide. You were given the option of completing the study guide and submitting it digitally by midnight for extra credit. You were very happy for this opportunity, since this gave you a chance of getting an A+ in Algebra II. You got home late due to soccer practice. You'r
Preview of 8 Algebra 1 Review Games / Jeopardy Style PowerPoint Games

8 Algebra 1 Review Games / Jeopardy Style PowerPoint Games

Created by
Mrs Robbins Math
These no prep Algebra 1 Review Games are a great way for your students to practice the major topics covered in Algebra 1 in a fun Jeopardy style game format. Topics for each PowerPoint include: Solving Multi Step Equations, Solving Inequalities, Linear Functions, Systems of Equations and Inequalities, Exponent Rules, Polynomials, Arithmetic and Geometric Sequences and Solving Quadratic Equations.***See the attached preview for a complete list of each topic covered on each PowerPoint.Each game c
Preview of EMOJI - BUNDLE Rational Functions

EMOJI - BUNDLE Rational Functions

✐ This product is a NO PREP- SELF CHECKING This 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 8 Emojis with 96 questions. Each of these Emojis is sold separately at my store. This bundle is great for differentiationIn these Emojis students will work with Operations on Rational Expressions.Please visit the li
Preview of EMOJI - Exponential Functions: Compound/Continuous Interest & Half-Life

EMOJI - Exponential Functions: Compound/Continuous Interest & Half-Life

** This activity is available as a "GOOGLE INTERACTIVE" product HERE**This EMOJI is part of : EMOJI - BUNDLE Exponential & Logarithmic Functions✐ This product is an NO PREP- SELF CHECKING activity that engages students in "Applications on Compound Interest, Continuous Interest, & Half-Life".In this activity, students are asked to study the given applications and asked to:☑ Find the balance when the account is compounded continuously☑ Find the balance when the account is compounded over
Preview of Maze - Expanding Logarithmic Functions (Advance Version - Level 2)

Maze - Expanding Logarithmic Functions (Advance Version - Level 2)

✐ This is an advance maze on expanding logarithms. Please take a look at a simpler version maze right here. Also, If you would like a simple maze on Expanding Logarithms, please click right here. or if you would like a simple maze on Condensing Logarithms, please click right here.This product is a good review of "expanding LOGARITHMS" where the input is a mixture of variables and numbers.To expand these logs, students are required to:❖ Use the Product Property❖ Use the Quotient Property❖ Us
Preview of Math Games - Can you guess which one? - Bundle IV

Math Games - Can you guess which one? - Bundle IV

Created by
Mathew's House
Unique, interesting, fun & effective ! With 12 Games you save over 40% ! Every title in the series of “Can you guess which one?“ games comes in three formats: Smart Notebook, Power Point and pdf, all of which are highly interactive. They are a great way to teach, reinforce or review any topic. Its informal yet challenging approach creates an atmosphere of excitement where students want to uncover the answer rather than feeling that it is just another set of mundane problems to solve. Thi
Preview of Algebra I STAAR EOC Review No Prep Practice Activity 2021 (with HINTS/ANSWERS)

Algebra I STAAR EOC Review No Prep Practice Activity 2021 (with HINTS/ANSWERS)

Created by
The Math Lane
Unleash your inner algebra superstar with our Algebra I STAAR EOC Review Marker Board Practice! This powerhouse tool features the full released 2021 test, complete with 54 challenging questions designed to sharpen your skills and boost your confidence. Each question is presented on a dynamic PowerPoint slide, complete with helpful hints and detailed answers to ensure you're fully prepared for test day. Perfect for students with special education needs or those who thrive on differentiated instru
Preview of FREE EDUCATIONAL WEBSITES LIST 4 ALL GRADES K-12 AND SUBJECTS + TEACHER RESOURCE

FREE EDUCATIONAL WEBSITES LIST 4 ALL GRADES K-12 AND SUBJECTS + TEACHER RESOURCE

Created by
TPT Maria
Sometimes, you just need a list of websites for everyone. Here it is. FREE EDUCATIONAL WEBSITES  Put together by Teach Me, Maria!It takes time to gather this information, figure out the appropriate grade levels, and format, maintain, and update this page. All I ask is for an honest review if this list helps you.
Preview of Maze - Exponential Functions: Compound Interest

Maze - Exponential Functions: Compound Interest

This maze is a good review of understanding how to use the Exponential Function to work with Compound Interest. In this activity the formula:A(t) = P(1 + r/n)^(nt)is going to be used in every question. This is a great practice on how to use it. Students will be asked to find:1. The Final Amount after a specific time2. The Initial Amount associated with a final amount compounded for a certain time.Students WILL NOT be asked to find the time in this maze. The value of "t" is always given.Ple
Preview of Scavenger Hunt {School/Home/Stations} - Exponential Function Factor/Rate & MORE

Scavenger Hunt {School/Home/Stations} - Exponential Function Factor/Rate & MORE

Have you seen the preview?My kids loved this activity. 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 APPROVED OF 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 Vocabularies of Exponential Functions. This
Preview of Maze - Exponential Functions: Growth/Decay Factor, Rate, Formula

Maze - Exponential Functions: Growth/Decay Factor, Rate, Formula

✤ This maze is part of : Maze - BUNDLE Exponential Functions ✤ ✤ This maze is part of : Maze - MEGA BUNDLE on Exponential and Logarithmic Functions ✤ This activity is a good review of understanding the key vocabulary of "Exponential Functions" .Students should be able to identify the following vocabularies:☑ Is the Function an Exponential Growth or Decay☑ Identify the Growth Factor☑ Identify the Decay Factor☑ Identify the Growth Rate☑ Identify the Decay Rate☑ Identify the Initial
Preview of EMOJI - Modeling & Evaluating Exponential Functions (Applications)

EMOJI - Modeling & Evaluating Exponential Functions (Applications)

✐ This product is an NO PREP- SELF CHECKING activity that engages students in "Modeling & Evaluating Exponential Functions".In this activity, students are asked to study the given application and:☑ Write an exponential Model that describes the situation (Exponential Growth or Exponential Decay)☑ Evaluate the function at a given inputStudents need to feel comfortable with:☑ Writing an exponential function given the initial value, percent of increase/decrease (Growth vs Decay)Students would n
Preview of EMOJI - Simplify Rational Expressions

EMOJI - Simplify Rational Expressions

✐ This product is an NO PREP- SELF CHECKING activity that engages students in "Simplifying Rational Expressions".In this activity, students are asked to work with these models:☑ Simplify Rational Expressions written as: Monomial/Monomial☑ Simplify Rational Expressions written as: Monomial/Binomial ☑ Simplify Rational Expressions written as: Binomial/Binomial☑ Simplify Rational Expressions written as: Binomial/Trinomial☑ Simplify Rational Expressions written as: Trinomial/Binomial☑ Simplify
Preview of Maze - Evaluating Logarithmic Functions (Easy Version)

Maze - Evaluating Logarithmic Functions (Easy Version)

♦ This is Level 1 (easy level) of evaluation logarithmic functions. Please take a look at more advanced maze available at: Maze - Evaluating Logarithmic Functions (Advanced Version)This product is a good review of "Evaluating LOGARITHMIC Functions" at a given "numerical" input where the base is 2 - 10. The answer is always an integer as students are expected to know these logarithms without the need to use a calculator or even change the base.There are 15 logarithmic functions provided. From
Preview of EMOJI - Multiply Rational Expressions

EMOJI - Multiply Rational Expressions

✐ This product is an NO PREP- SELF CHECKING activity that engages students in "Multiplying Rational Expressions".In this activity, students are asked to work with these rational expressions:☑ Numerator maybe: Monomial, Binomial, or Trinomial☑ Denominator maybe: Monomial, Binomial, or Trinomial☑ Numerator maybe already factored☑ Denominator maybe already factoredStudents need to feel comfortable with:☑ Factoring GCF☑ Factoring Trinomials (a = 1)☑ Factoring Difference of Two Squares☑ Working with
Preview of Expressions and Equations - Algebra Math Workshop Stations Math Games Activities

Expressions and Equations - Algebra Math Workshop Stations Math Games Activities

Are you looking for Math Workshop Activities to use in your Algebra classroom for Expressions and Equations that will not only allow you to make the best use of your planning time but also allow you to easily implement Math Workshop stations because the planning is already done for you?**Want to know more? Check out the video here to learn more about the Math Workshop Concept-Based Activities!**Within this Weekly Unit, you will find 8 activities provided to you for you to pick and choose, or eve
Preview of Maze - Exponential Functions: Continuous Interest

Maze - Exponential Functions: Continuous Interest

This maze is a good review of understanding how to use the Exponential Function to work with Continuous Interest. In this activity the formula:A(t) = Pe^(rt)is going to be used in every question. This is a great practice on how to use it. Students will be asked to find:1. The Final Amount after a specific time2. The Initial Amount associated with a final amount for a certain time.Students WILL NOT be asked to find the time in this maze. The value of "t" is always given.Please keep in mind
Preview of THE ROBOT: Digital Breakout about Exploring Exponential Functions & Properties

THE ROBOT: Digital Breakout about Exploring Exponential Functions & Properties

**UPDATED WITH REMOTE LEARNING OPTION MAY 2020**Isn’t this quite a pickle you’re in? Who ever thought your innocent science fair project- an experiment you did with Artificial Intelligence- would have turned into a virus that infected your entire school computer system? The program has spread to every phone, computer, and server in the school. No device in the building has been left operational, cutting off all contact you have with the outside world. Even worse? The AI has infiltrated your scho
Preview of Maze - Expanding Logarithmic Expressions (Simple Version - Level 1)

Maze - Expanding Logarithmic Expressions (Simple Version - Level 1)

✐ This is a simple maze on expanding logarithms. Please take a look at a more advanced maze right here. Also, If you would like a simple maze on Condensing Logarithms, please click right here.This product is a good review of "expanding LOGARITHMS" where the input is always variables, no numbers. To expand these logs, students are required to:❖ Use the Product Property❖ Use the Quotient Property❖ Use the Power PropertyAdditionally, students need to feel very comfortable with changing radical
Preview of Maze - Condensing Logarithmic Functions (Simple Version - Level 1)

Maze - Condensing Logarithmic Functions (Simple Version - Level 1)

✐ This is a simple maze on condensing logarithms. If you would like a simple maze on Expanding Logarithms, please click right here.This product is a good review of "condensing LOGARITHMS" where the input is always variables, no numbers.To condense these logs, students are required to:❖ Use the Product Property❖ Use the Quotient Property❖ Use the Power PropertyAdditionally, students need to feel very comfortable with changing to radicals from rational exponents of powers such as:√ ↠ ↠ ↠ ½, ⅓,
Preview of EMOJI - Exponential Functions: Compound Interest

EMOJI - Exponential Functions: Compound Interest

✐ This product is an NO PREP- SELF CHECKING activity that engages students in "Applications on Compound Interest".In this activity, students are asked to study the given 2 application and use the Compound Interest Formula to Calculate balance:☑ Annually☑ Semi-Annually☑ Quarterly☑ Monthly☑ Weekly☑ DailyStudents need to feel comfortable with:☑ Compound Interest Formula: A = P(1 + r/n)^ntStudents would need to solve the mystery Emoji by following the color key.Please take a look at the preview and
Preview of Maze - Evaluating Logarithmic Functions (Advanced Version)

Maze - Evaluating Logarithmic Functions (Advanced Version)

♦ This is Level 2 (advanced level) of evaluation logarithmic functions. Please take a look at the easier maze available at: Maze - Evaluating Logarithmic Functions (Easy Version)This product is a good review of "Evaluating LOGARITHMIC Functions" at a given "numerical" input where the base is a rational number (integer or a rational number in one case). The answer is a rational number (including fractions) as students are expected to know these logarithms without the need to use a calculator or
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