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Analyze Square Root Graphs: Critical points, Intervals, & End Behavior
Analyze Square Root Graphs: Critical points, Intervals, & End Behavior
Analyze Square Root Graphs: Critical points, Intervals, & End Behavior
Analyze Square Root Graphs: Critical points, Intervals, & End Behavior
Analyze Square Root Graphs: Critical points, Intervals, & End Behavior
Analyze Square Root Graphs: Critical points, Intervals, & End Behavior
Analyze Square Root Graphs: Critical points, Intervals, & End Behavior
Analyze Square Root Graphs: Critical points, Intervals, & End Behavior
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Description

Find key characteristics in square root graphs: critical points, intervals, and end behavior. Vocabulary includes domain, range, x-intercept, y-intercept, absolute minimum/maximum, interval of increase or decrease, and end behavior. Intervals of notation are used in the notes and answer keys where applicable.

  • Notes: The notes review vocabulary for key characteristics of graphs. The characteristics covered are x-intercepts, y-intercepts, absolute minimums/maximums, domain and range, intervals of increase and decrease, and end behavior for polynomial graphs. Definitions, examples, and a spot to write the answer are provided.
  • Practice: Practice has 4 graphs and students answer questions based on one specific vocabulary term at a time.
  • Classwork: Has 8 graphs for students to identify the answers for the vocabulary terms. Problems 1-4 have scaffolding with parenthesis pre-filled in. For example, when domain is asked the student would see [ _____,______), which helps students identify when brackets and parenthesis are necessary. Problems 5-8 have no scaffolding in place.
  • Activity: The activity is named "Interviewer and Applicant" it is similar to a speed dating activity. The interviewer is given a list of questions, hints to be given if needed, and the answers. The applicant only has the graph. Allow 1-2 minutes then have the applicants rotate to a new interviewer (Allow up to 7 rotations) . Switch roles and repeat the process. There are 8 different graphs with their paired answer sheet. Students tend to enjoy this activity because they get to move around the classroom, get a chance to ask questions and provide help, and they get to talk about the answers where writing the answers can be tedious for some students.
  • Answer keys: Answer keys are provided for each assignment.

Terms of Use:

This product is intended for use by one teacher. Do not share this resource with other teachers in your school building, district, etc. Do not post this resource or any part of this resource on the internet, on school websites or on network drives. The appropriate number of licenses should be purchased if you wish to use this resource for multiple teachers in a school, district, or organization. Do not share, transmit, or reproduce any part of this resource without the permission of the author. Thank You!

How to Earn Credits by Giving Feedback:

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Analyze Square Root Graphs: Critical points, Intervals, & End Behavior

Math Sunshine
157 Followers
$2.00

Highlights

Digital downloads
Grades icon
Grades
9th - 12th
Standards icon
Standards
Pages
37
Answer Key
Included
Teaching Duration
90 minutes

Description

Find key characteristics in square root graphs: critical points, intervals, and end behavior. Vocabulary includes domain, range, x-intercept, y-intercept, absolute minimum/maximum, interval of increase or decrease, and end behavior. Intervals of notation are used in the notes and answer keys where applicable.

  • Notes: The notes review vocabulary for key characteristics of graphs. The characteristics covered are x-intercepts, y-intercepts, absolute minimums/maximums, domain and range, intervals of increase and decrease, and end behavior for polynomial graphs. Definitions, examples, and a spot to write the answer are provided.
  • Practice: Practice has 4 graphs and students answer questions based on one specific vocabulary term at a time.
  • Classwork: Has 8 graphs for students to identify the answers for the vocabulary terms. Problems 1-4 have scaffolding with parenthesis pre-filled in. For example, when domain is asked the student would see [ _____,______), which helps students identify when brackets and parenthesis are necessary. Problems 5-8 have no scaffolding in place.
  • Activity: The activity is named "Interviewer and Applicant" it is similar to a speed dating activity. The interviewer is given a list of questions, hints to be given if needed, and the answers. The applicant only has the graph. Allow 1-2 minutes then have the applicants rotate to a new interviewer (Allow up to 7 rotations) . Switch roles and repeat the process. There are 8 different graphs with their paired answer sheet. Students tend to enjoy this activity because they get to move around the classroom, get a chance to ask questions and provide help, and they get to talk about the answers where writing the answers can be tedious for some students.
  • Answer keys: Answer keys are provided for each assignment.

Terms of Use:

This product is intended for use by one teacher. Do not share this resource with other teachers in your school building, district, etc. Do not post this resource or any part of this resource on the internet, on school websites or on network drives. The appropriate number of licenses should be purchased if you wish to use this resource for multiple teachers in a school, district, or organization. Do not share, transmit, or reproduce any part of this resource without the permission of the author. Thank You!

How to Earn Credits by Giving Feedback:

Did you know that you can earn credits toward future purchases when you leave feedback on an item? You can do this by clicking on β€œMy Purchases” under the β€œBuy” menu.

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.

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Questions & Answers

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Standards

to see state-specific standards (only available in the US).
Understand that the graph of an equation in two variables is the set of all its solutions plotted in the coordinate plane, often forming a curve (which could be a line).
Graph square root, cube root, and piecewise-defined functions, including step functions and absolute value functions.
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