District 11 Division of Operations & Instruction
Mathematics

Grade 8, Quarter 1 Overview

Overview
During this quarter, you will explore and communicate the reasoning used in solving mathematical problems. Gaining a better understanding of integers, the order of operations, equivalent numbers, and reasonableness, will help you learn how to communicate the process you use to solve real-world problems involving math.
Successful athletes and business professionals that use Continuous Quality Improvement know that people perform at higher levels if they set goals and monitor their own progress toward achieving those goals. You can monitor your own progress throughout the quarter, by using "Hitting the Target"          

 

For Teachers
Quarter 1
Quarter 2
Quarter 3
Quarter 4
Prior Grade
Next Grade

Standards

Enduring Understandings - important ideas that students should carry with them years beyond the instruction received this year.

  • Mathematics is dependent on place value.

  • A sense of number is necessary to communicate the reasoning used in problem solving.

  • Recognizing patterns helps us make sense of our world.

  • Graphics are tools used to clarify data.

  • Analyzing data displays allows us to interpret and explain data and make predictions based on probability and statistics.

  • Geometry builds our world.

  • Appropriate tools and units are needed to measure.

  • Recognize and communicate measurement relationships.

  • Estimation and computation are vital tools.

Essential Questions - most important “big picture” questions students should be able to answer after completing learning activities.

  • What is number sense, and how is it used in problem solving?
  • How many different ways can you write this number ____?
  • Why do numbers have designated places?
  • What mathematics vocabulary do you need to communicate mathematical ideas?
  • In what ways can one communicate the reasoning used in problem solving situations?
  • What makes a quality solution?
  • What essential components are needed to solve problems?
  • What is a pattern? How do we find patterns? What can patterns reveal?
  • What are the tools used to clarify data, and when do we use them?
  • How do we analyze data?
  • How do probability and statistics help us to make predictions?
  • What is geometry? How do we use geometry in every day life?
  • Why are measurement tools important? In measuring situations, what tool(s) would you use?
  • What are the units used to communicate a measurement?
  • What strategies are used to solve problems?
  • How are computation skills and strategies used daily?
  • Why should one be fluent at computation?
  • How do you use estimation to determine whether your solution is reasonable?

Sample Units

District 11 Diamond Units/Lessons Overview - includes information about the purpose, goals and structure of these sample instructional units:

Assessment
Math Mastery Review - 1.1.pdf   Math Mastery Review - 1.2.pdf   Math Mastery Review - 1.3.pdf
Math Mastery Review - 1.4.pdf   Math Mastery Review - 1.5.pdf  

Parents

 

Comments: