1. Making Each Math Moment Matter Sue D’Angelo and Alicia Charbonneau
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Math Moments Matter
Making Each Math Moment Matter
Sue D’Angelo and Alicia Charbonneau

2. How is it going? Think, Write, Post Individual Activity
Questions, Comments, Concerns, Success Stories
Think, Write, Post
Individual Activity
One thought per post-it
Post on appropriate chart: Number Talks, Number of the Day, Problem of the Day, and/or Other

3. Planning is like ____________.

4. Productive Unproductive Finished: Pull out each card one at a time.
Pick a card that your team wants to further discuss; one that you may have been confused on or want further clarification.
Pull out each card one at a time.
Have a conversation of where it goes and why.

5. Our Purpose for Today:

6. Key Understandings
When you leave here today we want you to have these key understandings:
1.) Everything we do in the math class serves a purpose. In order for the structure to be maximized we must have a goal and know what success looks like before implementing it. Planning is critical.
2.) SLOW DOWN! Use the success criteria to help you see what students need to do by the end of the year. One great problem is better than rote problems.
3.) Action during each part of your structure is your lesson. You don’t need to add another component to “teach a lesson”. If your parts of the structure are intentional and purposeful, students are doing what they need to do to be successful.

7. Differentiation is a result of proactively planning.

8. Self-Assessment How are we going?
On My Way
“Taking off”
“Rocking It”
Self-Assessment
When Finished: Make two individual goals-
1: pertaining to number talks/number of the day
1: pertaining to problem of the day.

9. Action Plan
One person from your team opens the action plan from the training page of our website:
Math.sarasotacountyschools.net
Type your individual goals in the boxes

12. Number Talk Time!

13. The goal is to make 13 using any combination of the circled numbers.
You are successful if you can explain how your combined numbers equal 13.

15. How successful were you today?1. 2. 3. 4.
How successful were you today?
You are successful if you can explain how your combined numbers equal 13.

16. What is the Purpose? When do I have time to teach a lesson? Structure
Complete
Number Talk
10-15 minutes
Number of the Day
minutes
Problem of the Day
10-20 minutes
Build and Explore
15-20 minutes
What is the Purpose?

17. 1st Grade Success Criteria
First Grade’s success criteria on pages 4 and 5 of the GPS have standards and success criteria listed side-by-side.

18. With your team:
Highlight the first grade success criteria looking for statements that we experienced during the number talk.
What did you notice?
What is success criteria?

19. Successful Planning for Number Talks
“GUIDED DISCOVERY”
Mathematical Goal and Success Criteria
Anticipating strategies
What is important about how I record?
Follow up (questions, look fors, anchor chart)

20. Why do we teach strategies?
It goes beyond memorization
AND knowing 20 different
strategies!!!
-Graham Fletcher
“All students need to have a deep and flexible knowledge of a variety of procedures, along with an ability to make critical judgements about which procedures or strategies are appropriate for use in a particular situation.”
National Research Council (2012)

22. Let’s Do One Together! Mathematical Goal and Success Criteria
Anticipating strategies
What is important about how I record?
Follow up (questions, look fors, anchor chart)
Let’s Do One Together! K 1

24. Tools
Teaching Tips
Number Talks

26. What challenge do you foresee in planning for number talks
Exit Ticket for Lunch:
What challenge do you foresee in planning for number talks
and
how are we going to overcome that challenge?

27. Bell Work: Independent Activity Roll two number cubes.
Make the largest two- digit number and record it.
Complete your sheet.

29. Number Talk Questions

30. Problem of the Day

31. Success Criteria for Word Problems:
I can describe what is happening in the problem.
I can identify and explain what the problem is asking me to find.
I can write or tell a reasonable estimate before I add or subtract.
I can represent each problem using models (manipulatives).
I can represent my thinking using objects, pictures, number lines, hundreds chart, words, or numbers.
I can write equations to represent my thinking, including a symbol for what is unknown.
I can explain how I arrived at my answer.
I can justify why my answer makes sense.

32. Think about your success criteria as you solve.
Problem of the Day
My chain had 8 links until Joanna took some. I now have 5 links. How many did Joanna take?
Think about your success criteria as you solve.

33. Success Criteria for “We Do”
their seats.
Students use their visual models to explain what they did to their partner.

34. Problem of the Day
My chain had 8 links until Joanna took some. I now have 5 links. How many did Joanna take?

35. My chain had 8 links until Joanna took some. I now have 5 links
My chain had 8 links until Joanna took some. I now have 5 links. How many did Joanna take?

36. Successful Planning for Problem of the Day
Mathematical Goal and Success Criteria
Anticipating strategies
Selecting students’ strategies
Sequencing students’ strategies
Connecting strategies to the goal and success criteria

38. Think-Write-Share Use the back of your NOD Bellwork sheet
Describe a student who has number sense.
What makes this student come to mind?
What are we doing to meet all of our students needs during number of the day?

39. I’m thinking of a number between 30 and 40
I’m thinking of a number between 30 and 40. When you add my digits, you get the sum of 9. What’s my number?
I am successful when:
I can create a number line and use it to plot my number.
I can make the number with base ten blocks in 2 ways using rods and cubes both times, and draw both ways on my sheet.
I can prove whether or not two people can share this number equally by showing how I did it.

40. Compare the type of thinking that occurred during each of the Number of the Day activities.
How would the NOD change if we didn’t add the success criteria?

42. Balancing Your Activities
To find the right balance, ask yourself these questions:
What kinds of thinking do I want students to do routinely?
If my own child were participating, what would I want him or her to be doing?
What is the most effective way to spend the limited classroom time I have?
Decide for yourself how often you should focus on tasks at each level so that students gain the most from the learning opportunities you design.

43. Hands-On; Tools for Exploration
What is the Goal of Number of the Day?
Hands-On; Tools for Exploration
Kindergarten
First Grade
Counting and Cardinality
Place Value to 100
Number and Operations in Base Ten
Non-Standard Measurement
Measurement
Using a Ruler

44. Success Criteria for NOD
Clear learning goals and success criteria thought of ahead of time
Students EXPLORE: manipulatives and drawings are an expectation every day
Students COLLABORATE (share and compare strategies)
Students EXPLAIN (defend their answer; convince a skeptic)

45. Look at the success criteria for NOD.
Look at the upcoming assessment to see examples.
Choose to make a “Wacky Riddle Wednesday” or “Mystery Number Monday” on a flipchart. Include the Success Criteria and the Learning Intention.

46. Mystery Number Monday Could be:
A number hidden behind an object that is pulled out.
15 ones and 3 tens
Rolled with two dice (add or use to make two digit number)
Hidden on a 100s chart

47. On your flipchart slides:
On first Slide:
Learning Intention
Problem
Success Criteria
On second Slide:
List of Tools that need to be out at each table
Specific questions to ask to extend that relate back to the success criteria.
On your flipchart slides:

48. EXPLORE
Build
and

49. Make Each Math Moment Matter!
Think:
Am I planning each station with a specific learning goal in mind?
Are my students aware of the learning goal?
Can they state the learning goal to someone?
How do students know if they were successful at the station?

52. The Story of Two Teachers

53. Which teacher are you?
Many of us start off the year going fast like the hare and we miss the teachable moments!
Don't be a hare!!!!!!!!

54. Almost every successful Teacher begins with two beliefs:
The future can be better than the
present, and I have the power to
make it so.

55. Exit Ticket:
What ideas shared today will help you make every math moment matter?
What concerns do you have moving forward?
How can Sue/Alicia help?