Yorkshire Elementary November 16, 2011
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Transcript of Yorkshire Elementary November 16, 2011
Yorkshire ElementaryNovember 16, 2011Does order matter?
Professional Learning Goal• To collaborate with colleagues
Student Learning GoalShort term
• Students will add 3 or more addends using multiple strategies.
• Students will provide an explanation of the of why the commutative property works for addition.
Long term • Student will apply and generalize the commutative
property to other mathematical situations i.e. 2 digit addend + 2 digit addend, multiplications, subtraction, and apply to money
Math TasksIntroductory Problem
Jake is building with cubes. He has a tower of 2 green cubes, a tower of 5 blue cubes, and tower of 3 yellow cubes. How many connecting cubes does he have?
Students then completed math stations with 4 similar problems using the numbers (5, 2, 3) (6,3,4) (6,8,5) (8,5,5)
Student Work
Herson drew one representation of the story problem and was able to write different equations to match the picture
Jennifer also drew a representation of the story problem. She was then able to manipulate the addends to create the “friendly” number 10, which she then added 8 to.
Lusvin solved the problem but then came up with different combinations of numbers to make the sum 18. This is something they have done in the past called Today’s Number.
Revisions to the Lesson• Intro – model with manipulatives• Partner work – complete 2 problems first,
bring students back for check-in then send out to do 1 more problem
• Discussion prompts added• Revised questions for check-in point.• Whole-group: choose work of student who did
not move numbers around and one that did
How did this support our professional learning????• Collaborate to create an original lesson• Different ideas from grade levels ranging from
K-5 • See a colleague teach • Positively reflect on the lesson• Revise the lesson to better focus on our
student learning goal.
Further Questions• How can we make sure that students can convince
us that this will work for all numbers?• Could we use numbers in isolation without
attaching them to a story problem?• What if we used larger numbers? Included 0?• What would students do if we just had 2 numbers?• Could we pose a question about subtraction?
What conclusions could students come up with about other operations?