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Go Math! 1-1 Place Value and Patterns
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Go Math! 1-1 Place Value and Patterns

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  • Transcript

    • 1. Lesson 1.1Go Math - Place Value and Patterns
    • 2. Show What You KnowCheck yourunderstandingof importantskills...
    • 3. Vocabulary Builder
    • 4. Vocabulary Builderfactor
    • 5. Vocabulary Builder factormultiply
    • 6. Vocabulary Builder factormultiply product
    • 7. Vocabulary Builder factormultiply quotient product
    • 8. Vocabulary Builder factor estimatemultiply quotient product
    • 9. Vocabulary Builder factor estimatemultiply place quotient value product
    • 10. Vocabulary Builder
    • 11. period Vocabulary Builder
    • 12. period numerical expression Vocabulary Builder
    • 13. period numerical expressioninverse operation Vocabulary Builder
    • 14. period numerical expressioninverse operationDistributive Property Vocabulary Builder
    • 15. period numerical expressioninverse operationDistributive Property exponent Vocabulary Builder
    • 16. Daily Routine
    • 17. Daily Routine
    • 18. Using iTools
    • 19. Using iToolsHow do yourecognizemultiplesof 10?
    • 20. Using iToolsHow do yourecognizemultiplesof 10?How do yourecognizemultiplesof 100?
    • 21. Investigate
    • 22. How many of thesmall cubes wouldit take to make 1 long?Investigate
    • 23. How many of the small cubes would10 it take to make 1 long? Investigate
    • 24. How many of the small cubes would10 it take to make 1 long?10 Investigate
    • 25. How many of the small cubes would10 it take to make 1 long?10 10 Investigate
    • 26. How many of the small cubes would10 it take to make 1 long?10 10110 Investigate
    • 27. How many of the small cubes would10 it take to make 1 long?10 10110 1 10 Investigate
    • 28. How many of the small cubes would10 it take to make 1 long?10 10110 1 10 1 10 Investigate
    • 29. 3000
    • 30. 3000 30
    • 31. 3000 30For the number 10, how many more zeroes arethere in the “10 times as much as” column?
    • 32. 3000 30For the number 10, how many more zeroes arethere in the “10 times as much as” column? 100
    • 33. 3000 30 For the number 10, how many more zeroes are there in the “10 times as much as” column? 100How many fewer zeros are there in the “1/10 of”column?
    • 34. 3000 30 For the number 10, how many more zeroes are there in the “10 times as much as” column? 100 1How many fewer zeros are there in the “1/10 of”column?
    • 35. 3000 30 For the number 10, how many more zeroes are there in the “10 times as much as” column? 100 1 700How many fewer zeros are there in the “1/10 of”column?
    • 36. 3000 30 For the number 10, how many more zeroes are there in the “10 times as much as” column? 100 1 700 7How many fewer zeros are there in the “1/10 of”column?
    • 37. 3000 30 For the number 10, how many more zeroes are there in the “10 times as much as” column? 100 1 700 7 90,000How many fewer zeros are there in the “1/10 of”column?
    • 38. 3000 30 For the number 10, how many more zeroes are there in the “10 times as much as” column? 100 1 700 7 90,000 900How many fewer zeros are there in the “1/10 of”column?
    • 39. Practice
    • 40. MathTalk
    • 41. MathTalk
    • 42. MathTalk 400
    • 43. MathTalk 400
    • 44. MathTalk 4000 400
    • 45. MathTalk 4000 400Describe the relationshipbet ween 400 and 4000?
    • 46. MathTalk 4000 400Describe the relationshipbet ween 400 and 4000?
    • 47. MathTalk 4000 400Describe the relationshipbet ween 400 and 4000?
    • 48. MathTalk 4000 400Describe the relationshipbet ween 400 and 4000? Describe the relationship bet ween 4000 and 400?
    • 49. MathTalk 4000 400Describe the relationshipbet ween 400 and 4000? Describe the relationship bet ween 4000 and 400?
    • 50. MathTalk 4000 400Describe the relationshipbet ween 400 and 4000? Describe the relationship bet ween 4000 and 400?
    • 51. Practice

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