Virtual Family Math Night – STEAM Edition

Virtual Family Math Night – STEAM Edition

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We did it again! I’m excited to share with you that we created another amazing virtual Family Math Night event. This latest one has a STEAM emphasis and, like our original event, is filled with lots of fun, virtual and hands-on activities. Includes three brand new stations: A Paper Airplane Station where families will be creating paper airplanes then measuring and collecting flight data for a school-wide graph. At the Coding Station, students will have fun “programming” their parent* to do silly things. Then at the Honeycomb Station they’ll be…

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What Do You Notice? Array Model

What Do You Notice? Array Model

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What Do You Notice? is a super easy activity that lends itself well to a lot of great math thinking and conversation. These low floor, high ceiling posters are a great way to engage families during a Family Math Night event. That’s why we included them in our Virtual Family Math Night. Skills K-2: geometry, counting, repeated addition 3-5: geometry, single- and double-digit multiplication, distributive property of multiplication, array model of multiplication Background Information What’s really cool about multiplication is that no matter…

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Virtual Family Math Night

Virtual Family Math Night

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We’ve finished! And the result is an amazing virtual event for your families where they can safely engage in an unforgettable and fun math learning experience…together. How did we do it? We created a virtual classroom that serves as the meeting place for your families. Once your families enter the classroom, they’ll be able to sign in and view the Guest Book to see who’s attending. They’ll then decide which of the 5 stations they want to explore. Maybe it’s the Estimation Station where…

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What Do You Notice? Number Wheel

What Do You Notice? Number Wheel

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Skills:
K-2: number recognition, counting, geometry
3-5: addition/subtraction, patterns, odd numbers

This is a fun puzzle where the main objective is to figure out where the three missing numbers of the “spokes” are placed. Since the numbers 1, 2, 5, 6, 7, 8, and 9 are visible, the missing numbers would be 3, 4, and 10 (assuming we are using the consecutive numbers 1 – 10. There is an alternate solution for the missing numbers 0, 3, and 4 which is described below).

Younger students may notice a circle, a square, and (10) “triangular” pie pieces. They will probably notice that some of the spokes are missing numbers. Starting at 1 and counting on, they may discover the three missing numbers: 3, 4, and 10. It would be interesting to ask them where they think the numbers go on the wheel and why they chose those specific spokes.

Older students will quickly notice three missing numbers. With a little bit of guidance, they should be able to notice some patterns that can help them determine where the missing numbers should be placed.

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