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i can interpret products of whole numbers n.
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I can interpret products of whole numbers.

I can interpret products of whole numbers.

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I can interpret products of whole numbers.

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  1. I can interpret products of whole numbers. DOK 1, 2 3.OA.1

  2. I can model multiplication facts by forming groups to represent the factors. DOK 1, 2 3.OA.1

  3. I can interpret quotients of whole numbers. DOK 1, 2 3.OA.2

  4. I can model division facts by separating objects into equal shares. DOK 1, 2 3.OA.2

  5. I can solve multiplication word problems by using equations. (within 100) DOK 1, 2 3.OA.3

  6. I can solve division word problems by using equations. (within 100) DOK 1, 2 3.OA.3

  7. I can solve multiplication word problems by using drawings. (within 100) DOK 1, 2 3.OA.3

  8. I can solve division word problems by using drawings. (within 100) DOK 1, 2 3.OA.3

  9. I can determine the unknown whole number in a multiplication problem. (missing value) DOK 1, 2 3.OA.4

  10. I can determine the unknown whole number in a division problem. DOK 1, 2 3.OA.4

  11. I can apply the commutative property to solve multiplication problems. DOK 1, 2 3.OA.5

  12. I can apply turn-around facts. DOK 1, 2 3.OA.5

  13. I can apply associative property to solve multiplication problems. DOK 1, 2 3.OA.5

  14. I can choose two numbers to easily multiply then multiply that product by the remaining number. DOK 1, 2 3.OA.5

  15. I can apply distributive property to solve multiplication problems DOK 1, 2 3.OA.5

  16. I can change my problem to make it easier to multiply. DOK 1, 2 3.OA.5

  17. I can use multiplication fact families to solve division problems. DOK 1, 2 3.OA.6

  18. I can recall, from memory, all products of two one-digit numbers. DOK 1, 2 3.OA.7

  19. I can fluently multiply using properties and strategies. DOK 1, 2 3.OA.7

  20. I can fluently divide using properties and strategies. DOK 1, 2 3.OA.7

  21. I can solve two-step word problems using addition. DOK 1, 2, 3 3.OA.8

  22. I can solve two-step word problems using subtraction. DOK 1, 2, 3 3.OA.8

  23. I can solve two-step word problems using multiplication. DOK 1, 2, 3 3.OA.8

  24. I can solve two-step word problems using division. DOK 1, 2, 3 3.OA.8

  25. I can represent addition word problems using equations. DOK 1, 2, 3 3.OA.8

  26. I can represent subtraction word problems using equations. DOK 1, 2, 3 3.OA.8

  27. I can represent multiplication word problems using equations. DOK 1, 2, 3 3.OA.8

  28. I can represent division word problems using equations. DOK 1, 2, 3 3.OA.8

  29. I can use mental computation strategies to see if my answer is reasonable. DOK 1, 2, 3 3.OA.8

  30. I can use mental estimation strategies to see if my answer is reasonable. DOK 1, 2, 3 3.OA.8

  31. I can identify arithmetic patterns in addition tables. DOK 1, 2, 3 3.OA.9

  32. I can identify arithmetic patterns in multiplication tables. DOK 1, 2, 3 3.OA.9

  33. I can explain the arithmetic patterns in addition. DOK 1, 2, 3 3.OA.9

  34. I can explain the arithmetic patterns in multiplication. DOK 1, 2, 3 3.OA.9

  35. I can use place value to round whole numbers to the nearest 10. DOK 1 3.NBT.1

  36. I can use place value to round whole numbers to the nearest 100. DOK 1 3.NBT.1

  37. I can fluently add numbers up to 1,000. DOK 1, 2 3.NBT.2

  38. I can fluently subtract numbers up to 1,000. DOK 1, 2 3.NBT.2

  39. I can multiply one-digit whole numbers by multiples of 10. (10-90) DOK 1, 2 3.NBT.3

  40. I can define fractions as parts of a whole. DOK 1, 2 3.NF.1

  41. I can determine the individual parts within a fraction. (numerator) DOK 1, 2 3.NF.1

  42. I can determine the number of equal parts within a fraction. (denominator) DOK 1, 2 3.NF.1 DOK 1, 2 3.NF.2

  43. I can identify a fraction on a number line. DOK 1, 2 3.NF.2a

  44. I can identify a fractional part on a number line. DOK 1, 2 3.NF.2b

  45. I can represent a fraction on a number line when 1 is the numerator. (Ex. Using a number line 0-1 to show each section marked between 0-1 represents 1/n .) DOK 1, 2 3.NF.2b

  46. I can represent a fraction on a number line when the numerator is more than 1. (Ex. Using a number line 0-1 to show each section marked increases the numerator.) DOK 1, 2 3.NF.2b

  47. I can generate simple, equivalent fractions. DOK 1, 2 3.NF.2b DOK 1, 2, 3 3.NF.3

  48. I can recognize when two fractions are equivalent when they are the same size or the same point on a number line. DOK 1, 2, 3 3.NF.3a

  49. I can recognize simple equivalent fractions. DOK 1, 2, 3 3.NF.3b

  50. I can explain why fractions are equivalent. 3.NF.3b