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Five Keys to teaching using MathLine GETTING STARTED WITH MATHLINE.

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Presentation on theme: "Five Keys to teaching using MathLine GETTING STARTED WITH MATHLINE."— Presentation transcript:

1 Five Keys to teaching using MathLine GETTING STARTED WITH MATHLINE

2 Five Keys to teaching using MathLine Will ensure your students succeed

3 Five Keys to teaching using MathLine Makes teaching math more fun & easier

4 Five Keys to teaching using MathLine Increases teachers’ CONFIDENCE teaching math!

5 Key 1 Students learn on MathLine because of the one-to-one correspondence. Five Keys to Teaching with MathLine between the concrete object and the abstract number.

6 Start with all the rings to the right Five Keys to Teaching with MathLine Key 1

7 With no rings the student sees zero… Now when we move one ring over… Five Keys to Teaching with MathLine Key 1

8 We see one ring and the symbol 1… Key 1 Five Keys to Teaching with MathLine

9 Move another ring See 2 on MathLine Key 1 Five Keys to Teaching with MathLine

10 Move another ring See 3 on MathLine Key 1 Five Keys to Teaching with MathLine

11 Move another ring See 4 on MathLine Key 1 Five Keys to Teaching with MathLine

12 Move another ring See 5 on MathLine Key 1 Five Keys to Teaching with MathLine

13 Move another ring See 6 on MathLine Key 1 Five Keys to Teaching with MathLine

14 Move another ring See 7 on MathLine Key 1 Five Keys to Teaching with MathLine

15 Move another ring See 8 on MathLine Key 1 Five Keys to Teaching with MathLine

16 Move another ring See 9 on MathLine Key 1 Five Keys to Teaching with MathLine

17 Move another ring See 10 on MathLine Key 1 Five Keys to Teaching with MathLine

18 If they don’t understand the 1-1 correspondence, MathLine will not help them. It is from this 1-to-1 relationship that teachers and students model over 50 K-5 math concepts. Five Keys to Teaching with MathLine

19 As a teacher, if you see students going back counting rings when they get an answer – Some students may learn and then forget. Five Keys to Teaching with MathLine you may need to re-teach one-to-one correspondence.

20 Blues indicate groups of 5 Five Keys to Teaching with MathLine Key 2 Reds indicate groups of 10

21 Five Keys to Teaching with MathLine Key 2

22 Five Keys to Teaching with MathLine Key 2 What to look for: Have students use red and blue rings to count more efficiently when appropriate

23 Clear the MathLine when starting any activity! Five Keys to Teaching with MathLine Key 3

24 Start with rings to the right when beginning any exercise Five Keys to Teaching with MathLine Key 3

25 Five Keys to Teaching with MathLine Key 3 This way they will always start any problem or activity from the “0.”

26 Five Keys to Teaching with MathLine Key 3 What to look for: Students should be clearing the rings to the right before starting a new activity.

27 Grouping Method on MathLine Five Keys to Teaching with MathLine Key 4

28 The grouping method is a simple strategy to be accurate while learning with MathLine Five Keys to Teaching with MathLine Key 4

29 If a student were to add: Five Keys to Teaching with MathLine Key 4 6 + 7 =

30 They may count 6… Five Keys to Teaching with MathLine Key 4 123456

31 Then count 7… Five Keys to Teaching with MathLine Key 4 1234567

32 And see the answer Five Keys to Teaching with MathLine Key 4

33 However, when students are manipulating on MathLine, the reality is… Five Keys to Teaching with MathLine Key 4

34 some students accidentally: Five Keys to Teaching with MathLine Key 4 Get distracted Lose count Or just count wrong

35 1) Build the groups Five Keys to Teaching with MathLine Key 4 2) Check the groups 3) Do the operation The Grouping Method:

36 Example: Add 6 & 7 Five Keys to Teaching with MathLine Key 4 Group of 6

37 Five Keys to Teaching with MathLine Key 4 Group of 7

38 Five Keys to Teaching with MathLine Key 4 2) Check 1234561234567

39 Five Keys to Teaching with MathLine Key 4 3) Do the operation

40 This works for operations, Five Keys to Teaching with MathLine Key 4 Basic skills, Anytime students are counting groups on MathLine

41 What to look for: If students are doing simple operations… Five Keys to Teaching with MathLine Key 4

42 And they are getting wrong answers, show them the Grouping Method. Five Keys to Teaching with MathLine Key 4

43 If we start a group on one bar… Five Keys to Teaching with MathLine Key 5 It continues on the next

44 Five Keys to Teaching with MathLine Key 5 For example: When counting by tens….

45 Five Keys to Teaching with MathLine Key 5 Count 10

46 Five Keys to Teaching with MathLine Key 5 Count 20

47 Five Keys to Teaching with MathLine Key 5 Count 30

48 Five Keys to Teaching with MathLine Continue the group when they move to the next bar…

49 Five Keys to Teaching with MathLine Key 5 See the 2 nd half of the “30 Group of Ten” on the next bar

50 Five Keys to Teaching with MathLine Key 5 Another example: 5 x 7

51 Five Keys to Teaching with MathLine Key 5 Have students build 5 groups of 7 5 x 7

52 Five Keys to Teaching with MathLine Key 5 One group of 7

53 Five Keys to Teaching with MathLine Key 5 Two groups of 7

54 Five Keys to Teaching with MathLine Key 5 Three groups of 7

55 Five Keys to Teaching with MathLine Key 5 Four groups of 7 1

56 Five Keys to Teaching with MathLine Key 5 Four groups of 7 12

57 Five Keys to Teaching with MathLine Key 5 Four groups of 7 123

58 Five Keys to Teaching with MathLine Key 5 Four groups of 7 1234

59 Five Keys to Teaching with MathLine Key 5 1234 5 If we start a group on one bar… It continues on the next

60 Five Keys to Teaching with MathLine Key 5 1234 56 It continues on the next

61 Five Keys to Teaching with MathLine Key 5 1234 567 It continues on the next

62 Five Keys to Teaching with MathLine Key 5 1234 567 Four groups of 7

63 Five Keys to Teaching with MathLine Key 5 1234 567 Five groups of 7

64 Five Keys to Teaching with MathLine Key 5 What to look out for:

65 Five Keys to Teaching with MathLine Key 5 If students start a new group when they move to a new bar… And not continue the group from the previous bar.

66 Recap: Key 1 Understanding one to one correspondence

67 Recap: Key 2 Color indications

68 Recap: Key 3 Start with a clear MathLine

69 Recap: Key 4 The Grouping Method

70 Recap: Key 5 If we start a group on one bar… It continues on the next


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