MEASURE OF CENTER (Mean, Median) PowerPoint Lesson & Practice |Distance Learning

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- - Great for online learning and distance learning!Get your students successfully understanding the 6th Grade MEASUREMENT AND DATA (measure of center, mean absolute deviation, box plots dot plots, histograms) with this PowerPoint Presentation BUNDLE.This bundle includes 5 PowerPoint Lessons that arePrice $12.00Original Price $17.50Save $5.50
- Get your students successfully understanding the 6th Grade MATH CURRICULUM (all units) with this PowerPoint Presentation BUNDLE.This bundle includes 48 PowerPoint Lessons that are designed to teach the ENTIRE 6th Grade Math Curriculum. Each lesson starts with a mini-lesson and guided practice questPrice $134.40Original Price $168.00Save $33.60
Description
Great for online learning and distance learning!
Get your students successfully finding the MEASURE OF CENTER (Mean and Median) with this PowerPoint Presentation. This lesson begins with a focused mini-lesson and guided practice questions. It concludes with a lesson quiz and exit ticket to assess student understanding. All of the answers are included. This PowerPoint presentation is 100% editable, therefore you can modify any slide as needed.
What is Included:
_ Mini-Lesson with Guided Practice
The mini-lesson includes essential vocabulary and key terms for this topic. Students are guided through scaffolded instruction with guided practice questions for each lesson objective. All of the math problems are worked out step-by-step with detailed explanations.
_ Lesson Quiz
The lesson ends with a lesson quiz that includes questions from each topic of this lesson. This is a perfect tool to assess your students understanding of this lesson. Have students complete these questions individually or with a partner.
_ Exit Ticket
An exit ticket question is included at the end of the presentation. Have students write the answer on a post-it or index card and turn it in to you on their way out the door.
Topics Covered:
✔ Find the mean.
✔ Find the median.
✔ Compare the mean and median.
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