Replying to @fawnpnguyen
A different bar model approach. Since the number of bananas didn’t change, 3 parts had to become 2 parts without changing the boxes - so each part is now 1.5 boxes. Making the kiwis into 3 parts of the same size showed the fraction made up by the 3 eaten kiwis.
Replying to @pwharris
C, but I think of it less formally. I recognize 144 as twelve 12s. Half of that is six 12s. Six 12s are 72. (If I don’t remember that six 12s are 72, I add a 12 to 60. I know that five 12s are 60 because twelve 5s are 60 - I see them in the 12 numbers on a clock.)
My nephew just turned 8. These are his thoughts on math:
"The reason I like math is there's no right or wrong way to do it. The only wrong way to do math is not to do math."
#ANNMath
Replying to @JMV_Jaramillo @mathladyhazel
I don't think there should be symmetry. The circles along the top determine the x's and the circles down the side determine the y's. Since the graphs of cos and sin are different, we get different graphs when we double the argument of one vs the other.
Replying to @jamestanton
Rearranging the groups can help you see why the total stays the same. Make each new group by taking one from each of the original groups. If we get used to visualizing and playing with numbers, these ideas make sense. They may not be immediately obvious, but they become clear.
Replying to @jamestanton
The standard algorithm hides the sense of what is going on. With partial products (especially if developed from area models), you can see why the product comes out the same regardless of the order of the factors.
Sarah retweeted
Can't wait to lead Using Math to Identify & Impact Social Justice Issues in Our Lives w/@MathSarahLL next Thursday 9/15. Teaching proportional reasoning & statistical literacy using materials from The Change Agent for #AdultEdu.
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@TERCAdultNumrcy
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Replying to @mtrushkowsky
So cool! I’m thrilled that she liked it! Did you leave it going to check in the morning?
Replying to @mtrushkowsky
I see some that aren't hexagons. I bet it's a Voronoi pattern!
Sarah retweeted
I loved (& learned from) every minute of planning the #MathArt section of #ANNMath Institute w/ @MathSarahLL & @dcrescitelli.
I'm proud of our @Desmos activity for #AdultEdu (bit.ly/ANNInterlockingCircle…) & exploration of symmetry in design through coloring (bit.ly/ANNSymmetryDesign).
Replying to @SABESPD @MATHandNUMERACY
It's a two-day event! Come join us today!
community.lincs.ed.gov/group…
Replying to @eappleton @mtrushkowsky
I’m not sure I’ll be able to help with that ... but I’ll give it a try.
Sarah retweeted
.@MathSarahLL's #nyccami math teachers' circle meeting on Voronoi Patterns was so good. It had me at hello, looking at images of a giraffe, a sea turtle, a beehive, and a leaf.
nyccami.org/voronoi-patterns…
#ANNMath
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