Description
This product includes the following:
Fill in the blank copy of Guided notes and its key. The notes can be easily printed for students or downloadable for any device.
This lesson is from my NC Math 3 Curriculum (in Unit # 4) but could be also used in Algebra 2.
This lesson includes the following concepts:
- Defining a rational function and determine if a function is considered rational.
- Defining various characteristics of rational function such as non-removable points of discontinuity (vertical asymptotes), removable points of discontinuity (holes), horizontal asymptotes, and intercepts. All this important information is on "Rectangle" type box so students can cut out and make their Rational Function (RF) Notecard to help with them with these notes. These notes need to be printed on TWO different sheets of paper (NOT FRONT AND BACK) so can make their RF Notecard appropriately.
- Graph various types of rational function which some include no holes, holes, no asymptotes (but has a hole), and more than one vertical asymptote.
This product will be downloaded as a ZIP file which includes:
- Blank PDF copy which contains 2 pages
- PDF copy of KEY with all blanks and examples filled in (including all detailed work).
If need a VIDEO for this lesson check out this product:
Section 4.2 notes with Video Link
Licensing Terms:
The purchase of this product is a license for ONLY 1 TEACHER and to be used in your personal classroom. The license is NOT transferable and NO portion of this resource is to be shared with colleagues, used by an entire department, school, or district without purchasing appropriate licenses.
Copyright Terms for © Mrs T's Math Recipes:
Copying ANY part of this product and posting the resource on the internet in ANY form which includes classroom websites, personal website, social media, or network drives is NOT permitted.
If there are ever any issues with ZIP file, resources within file, mistakes, etc then please email me at mrstmathrecipes@gmail.com
Thank you so much for supporting my TPT store!
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Description
This product includes the following:
Fill in the blank copy of Guided notes and its key. The notes can be easily printed for students or downloadable for any device.
This lesson is from my NC Math 3 Curriculum (in Unit # 4) but could be also used in Algebra 2.
This lesson includes the following concepts:
- Defining a rational function and determine if a function is considered rational.
- Defining various characteristics of rational function such as non-removable points of discontinuity (vertical asymptotes), removable points of discontinuity (holes), horizontal asymptotes, and intercepts. All this important information is on "Rectangle" type box so students can cut out and make their Rational Function (RF) Notecard to help with them with these notes. These notes need to be printed on TWO different sheets of paper (NOT FRONT AND BACK) so can make their RF Notecard appropriately.
- Graph various types of rational function which some include no holes, holes, no asymptotes (but has a hole), and more than one vertical asymptote.
This product will be downloaded as a ZIP file which includes:
- Blank PDF copy which contains 2 pages
- PDF copy of KEY with all blanks and examples filled in (including all detailed work).
If need a VIDEO for this lesson check out this product:
Section 4.2 notes with Video Link
Licensing Terms:
The purchase of this product is a license for ONLY 1 TEACHER and to be used in your personal classroom. The license is NOT transferable and NO portion of this resource is to be shared with colleagues, used by an entire department, school, or district without purchasing appropriate licenses.
Copyright Terms for © Mrs T's Math Recipes:
Copying ANY part of this product and posting the resource on the internet in ANY form which includes classroom websites, personal website, social media, or network drives is NOT permitted.
If there are ever any issues with ZIP file, resources within file, mistakes, etc then please email me at mrstmathrecipes@gmail.com
Thank you so much for supporting my TPT store!
