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Simplifying Radicals (Square Roots and Cube Roots) Task Cards
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Simplifying Radicals (Square Roots and Cube Roots) Task Cards

$3.00

Only a nontransferable license is available for this resource.

Students will practice simplifying radicals (including square roots, cube roots, and monomial square roots) by working through these 30 task cards.

View more like this: Algebra 1, Task Cards
  • Description
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Students will practice simplifying radicals (including square roots, cube roots, and monomial square roots) by working through these 30 task cards.

A recording worksheet is included for students to record their answers. I typically use this as a partner activity, but it can easily be completed as a stations activity.

This resource is included in the following bundle(s):

Algebra 1 Curriculum (with Activities)
Algebra 1 Activities Bundle

License Terms:

This purchase includes a single non-transferable license, meaning it is for one teacher only for personal use in their classroom and can not be passed from one teacher to another.  No part of this resource is to be shared with colleagues or used by an entire grade level, school, or district without purchasing the proper number of licenses.  A transferable license is not available for this resource.

Copyright Terms:

No part of this resource may be uploaded to the internet in any form, including classroom/personal websites or network drives, unless the site is password protected and can only be accessed by students.

What format are the files in?
The activity is in PDF format.
 
Will I have access to materials if they are updated?
Yes! If any changes are made to the materials, simply login and redownload from your purchases.
 
Are answer keys included?
Yes!

Love that the last ten were more of a "challenge" with variables as well as numbers. My students enjoyed the difficulty it provided as you worked.

—STEPHANIE T.

Students were engaged and loved this activity! Absolutely recommend this to anyone looking for engaging activities.

—KENZIE C.

I color coded the pages and laminated them. The students were expected to pick x-number of cards of each color to complete their review. This allowed for differentiation - students who needed additional time to simplify were tasked with less problems but they still were expected to complete a number of problems of each difficulty. But if students who were faster at solving the problems were able to complete more problems.

—JENNIFER M.

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