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Lesson Plan

Number Sense - Comparing Numbers Up To 1,000,000

Fourth (4) - Math

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LEARNING TARGET

Learners can show ways to compare numbers up to 1,000,000.

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LEARNING PROGRESSION

DURATION
 
  • 8 min Guided Practice
  • 20 min Independent Practice
  • 7 min Exit Ticket
MATERIALS
  • Hundreds Chart
  • Base 10 Blocks
  • Number Line
VOCABULARY
  • expanded form
  • place value
  • standard form
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TEACHING RESOURCES

CENTERS & TASK CARDS

This 4th grade math center intervention task card set is perfect for teaching how to compare numbers up to 1,000,000. The answer key and 12 task cards are included.

IEP GOAL WORKBOOKS

The Reading and Writing Place Values IEP Goal Progression Workbook is an essential tool for any Special Education Teacher. This workbook provides valuable resources to help you assess and progress your students' IEP goals. Use this workbook to track and monitor your student's progress, identify areas of improvement, and develop customized lesson plans. This workbook is a must-have for any Special Education Teacher!

WORKSHEET PACK
GAMES

Games can be used as a reward, as an introduction to a concept, or for independent practice.

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    TEACHING TIPS

    A helpful teaching tip for introducing students to comparing numbers is to give them opportunities to use the symbols of greater than, less than, and equal to in various contextual problems. Encouraging students to use visual models such as number lines can help reinforce their understanding of each symbol. For example, ask students to place the given number on a number line and then identify whether it is greater or less than another given number.

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    STUDENT MISCONCEPTIONS

    Some students may believe that the greater than and less than symbols mean the same thing or even that the equal to symbol is a combination of both. To help prevent this misconception, clearly explain each symbol and provide concrete examples of how they are used in the comparison. Additionally, please encourage students to use a number line when comparing numbers, as this will give them an intuitive understanding of each symbol's meaning.

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    LESSON PLAN 

    GUIDED PRACTICE

    Start the lesson by introducing the new concept to be learned and explaining how to complete the problem, demonstrating how to do it step-by-step. The students will work on a problem together, with the teacher circulating to provide learning support as needed. Once students have finished, the teacher will review the solutions and explain any misconceptions.

      INDEPENDENT PRACTICE

      Students are expected to work independently on most tasks. However, there are some activities where pair or group work may be more appropriate. These should be used sparingly and with a clear purpose.

        HOMEWORK

        Homework is not practiced in all schools.  In this curriculum, homework is used for additional practice from daily lessons.  Assignment of homework should be done on a case-by-case basis and working in conjunction with the student's home support team.

          EXIT TICKET

          After the practice and misconception review, instruct the students to complete the Exit Ticket.  This is a formative assessment to inform teaching for future lessons.

            FORMATIVE

            Progress Check is after an exit ticket and an additional misconception review. This is a formative assessment to inform teaching for future lesson cycles.

              SUMMATIVE

              Summative assessment evaluates student learning at the end of a large lesson or unit. Summative assessments are the end progress monitoring point in data collection.

                REVIEW

                Closing the lesson is an important part of the instructional process. It allows students to summarize what they have learned and gives them a chance to ask any final questions. The closure should also provide a smooth transition to the next lesson.

                  VIDEOS

                  No Video Available

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                  STANDARD

                  Common Core Standard:

                  4.NBT.A.2 - Read and write multi-digit whole numbers using base-ten numerals, number names, and expanded form. Compare two multi-digit numbers based on meanings of the digits in each place, using >, =, and < symbols to record the results of comparisons.

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