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Digital Color Change Challenge Simplifying Square Roots Self Check
Digital Color Change Challenge Simplifying Square Roots Self Check
Digital Color Change Challenge Simplifying Square Roots Self Check
Digital Color Change Challenge Simplifying Square Roots Self Check
Digital Color Change Challenge Simplifying Square Roots Self Check
Digital Color Change Challenge Simplifying Square Roots Self Check
Digital Color Change Challenge Simplifying Square Roots Self Check
Digital Color Change Challenge Simplifying Square Roots Self Check
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Description

Digitally practice Algebra by simplifying radicals that are square roots with perfect square and prime factor methods. This math activity is engaging, color-changing, self-checking work! You can allow students to practice both methods, or the method of your choice. The Google Sheets step-by-step problems allow students to independently practice and at the same time confidently practice. The activity is guided and self-grading, while providing immediate feedback. For the perfect square method, students are guided through how to simplify if they do not select the greatest perfect square.

Video Demo & Explanation Click Here!

Like the color change self-checking style of this assignment? This pairs very well with the Digital Color-Change Challenge Quadratic Formula Self-Check


What's included:

  • A Google Drive™ folder containing 1 Google Sheet that has 4 problems, each problem has a perfect square and a prime factor version
  • Answer Key
  • Question 1: Cannot be simplified
  • Questions 2: Kick out one pair and keep value left under radical/only 1 perfect square goes into the number
  • Question 3: Kick out two pairs , multiply them, and keep value left under radical/how to solve if you don't select the greatest perfect square
  • Question 4: Kick out 2 pairs, multiply them, and multiply the values left under radical/how to solve if you don't select the greatest perfect square
  • 4 additional worked out problems to be used as Bell-ringers, Exit Slips, or Quiz
    questions

This activity is compatible with google sheets and works with ANY device that is connected to the internet. It is easy to assign to your students.


Highlights:

  • Engage all students
  • No Prep
  • Guided practice
  • Perfect for a substitute
  • 1:1 Classrooms
  • Extra credit
  • Homework
  • In-class work
  • Distance learning


What did they have to say?

I tested it out on my Algebra 1 and Algebra 2 students, and they LOVED it!

  • “I like doing it this way because, it helps me to see how to set the different parts of the problem up.”
  • “It helps me to see when I made a mistake, right when it happens, instead of finding out at the very end.”
  • “When it turned red, it made me stop and think more about how to fix it.”
  • “I understand my mistakes more once I figure out how to fix them.”
  • “It made me want to keep trying until I see all green.”
  • “I felt smarter once I finally figured it out”
  • “I wish we did this more, it helps.”


How is it self checking?

Well, students answer one question at a time, and as they do, the box changes color. IF the box turns red, then students know to re-think and adjust their answer.

Looking for introductory or remedial activity for Quadratic Formula? Click here!

Remember that leaving feedback earns you points toward FREE TPT purchases!

Please feel free to contact me with any questions!

S. Carter

Virtually I’mPossible

info@virtuallyimpossible.net

Report this resource to TPT
Reported resources will be reviewed by our team. Report this resource to let us know if this resource violates TPT's content guidelines.

Digital Color Change Challenge Simplifying Square Roots Self Check

Rated 5 out of 5, based on 1 reviews
5.0 (1 rating)
Virtually ImPossible
28 Followers
$3.00

Highlights

Digital downloads
Grades icon
Grades
8th - 12th
Standards icon
Standards
Answer Key
Included

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THREE SELF-CHECKING, DIGITAL ACTIVITIES in GOOGLE SHEETS that offer INSTANT FEEDBACK to students practicing SIMPLIFYING SQUARE ROOTS (prime factor and perfect square), PEMDAS AND PLUS OR MINUS FOR QUADRATIC FORMULA, AND SOLIVNG QUADRATICS USING QUADRATIC FORMULA. Guided step-by-step problems all stu
Price $7.00Original Price $9.00Save $2.00
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Description

Digitally practice Algebra by simplifying radicals that are square roots with perfect square and prime factor methods. This math activity is engaging, color-changing, self-checking work! You can allow students to practice both methods, or the method of your choice. The Google Sheets step-by-step problems allow students to independently practice and at the same time confidently practice. The activity is guided and self-grading, while providing immediate feedback. For the perfect square method, students are guided through how to simplify if they do not select the greatest perfect square.

Video Demo & Explanation Click Here!

Like the color change self-checking style of this assignment? This pairs very well with the Digital Color-Change Challenge Quadratic Formula Self-Check


What's included:

  • A Google Drive™ folder containing 1 Google Sheet that has 4 problems, each problem has a perfect square and a prime factor version
  • Answer Key
  • Question 1: Cannot be simplified
  • Questions 2: Kick out one pair and keep value left under radical/only 1 perfect square goes into the number
  • Question 3: Kick out two pairs , multiply them, and keep value left under radical/how to solve if you don't select the greatest perfect square
  • Question 4: Kick out 2 pairs, multiply them, and multiply the values left under radical/how to solve if you don't select the greatest perfect square
  • 4 additional worked out problems to be used as Bell-ringers, Exit Slips, or Quiz
    questions

This activity is compatible with google sheets and works with ANY device that is connected to the internet. It is easy to assign to your students.


Highlights:

  • Engage all students
  • No Prep
  • Guided practice
  • Perfect for a substitute
  • 1:1 Classrooms
  • Extra credit
  • Homework
  • In-class work
  • Distance learning


What did they have to say?

I tested it out on my Algebra 1 and Algebra 2 students, and they LOVED it!

  • “I like doing it this way because, it helps me to see how to set the different parts of the problem up.”
  • “It helps me to see when I made a mistake, right when it happens, instead of finding out at the very end.”
  • “When it turned red, it made me stop and think more about how to fix it.”
  • “I understand my mistakes more once I figure out how to fix them.”
  • “It made me want to keep trying until I see all green.”
  • “I felt smarter once I finally figured it out”
  • “I wish we did this more, it helps.”


How is it self checking?

Well, students answer one question at a time, and as they do, the box changes color. IF the box turns red, then students know to re-think and adjust their answer.

Looking for introductory or remedial activity for Quadratic Formula? Click here!

Remember that leaving feedback earns you points toward FREE TPT purchases!

Please feel free to contact me with any questions!

S. Carter

Virtually I’mPossible

info@virtuallyimpossible.net

Report this resource to TPT
Reported resources will be reviewed by our team. Report this resource to let us know if this resource violates TPT's content guidelines.

Reviews

5.0
Rated 5 out of 5, based on 1 reviews
1
rating
All verified TPT purchases
Rated 5 out of 5
December 29, 2023
This resource was a great way to get my students involved in class and visualize the different methods for simplifying square roots. I had my students practice both methods so they could pick the one that makes more sense to their brain. I got a lot of positive feedback from my classes. Will definitely purchase other topics in this format.
Andrew P.
2 reviews
Grades taught: 8th, 9th, 10th, 11th, 12th
Student populations: Emerging bilinguals, Learning difficulties, Mild to severe disabilities

Questions & Answers

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Standards

to see state-specific standards (only available in the US).
Use square root and cube root symbols to represent solutions to equations of the form 𝘹² = 𝘱 and 𝘹³ = 𝘱, where 𝘱 is a positive rational number. Evaluate square roots of small perfect squares and cube roots of small perfect cubes. Know that √2 is irrational.
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