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Oakland East Bay Math Circle

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Oakland East Bay Math Circle | oebmc.org Reviews
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(by Ms. Moore)
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posted on,ms moore,standard,and the rows,the other,challenge,leave a comment,2 pennies,three pennies,four,five,lesson handout,four mathematical games,filed under uncategorized,session photos,problem solving strategies,work backwards,upcoming sessions
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Oakland East Bay Math Circle | oebmc.org Reviews

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Uncategorized | Oakland East Bay Math Circle

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Oakland East Bay Math Circle. Quote of the Day. Skyline Math Circle: Puppies, Pizza, and Paul. November 17, 2012. How are these three things related? Why are these things related? What are puppies doing at Skyline? And where are the kittens? Paul Zeitz explains how to beat everyone at this game. Ah-ha, with 5 pennies you can win, that is if you go second. You can represent this strategy on a number line. The number circled in blue is the Poisoned position. It quickly becomes clear that if you leave your ...

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Quote of the Day | Oakland East Bay Math Circle

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Oakland East Bay Math Circle. Quote of the Day. Quote of the Day. This made me think in a different way! Leave a Reply Cancel reply. Enter your comment here. Fill in your details below or click an icon to log in:. Address never made public). You are commenting using your WordPress.com account. ( Log Out. You are commenting using your Twitter account. ( Log Out. You are commenting using your Facebook account. ( Log Out. You are commenting using your Google account. ( Log Out. Start with a simpler problem.

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Ms. Moore | Oakland East Bay Math Circle

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Oakland East Bay Math Circle. Quote of the Day. Author Archives: Ms. Moore. Emily Counts Divisors with our Skyline crew. December 5, 2012. Ow many divisors are there in 72? How do you know this is right? Do you know what a divisor is? Today began with students defining divisors and non-divisors. Hen came the real task at hand: how many divisors are there in a number and how did we know we had them all? We soon had the following: a table. With its columns the powers of. One of the factors ,. What are pupp...

4

Skyline Math Circle | Oakland East Bay Math Circle

http://oebmc.org/category/skyline-math-circle

Oakland East Bay Math Circle. Quote of the Day. Category Archives: Skyline Math Circle. Emily Counts Divisors with our Skyline crew. December 5, 2012. Ow many divisors are there in 72? How do you know this is right? Do you know what a divisor is? Today began with students defining divisors and non-divisors. Hen came the real task at hand: how many divisors are there in a number and how did we know we had them all? We soon had the following: a table. With its columns the powers of. One of the factors ,.

5

Emily Counts Divisors with our Skyline crew | Oakland East Bay Math Circle

http://oebmc.org/2012/12/05/emily-counts-divisors-with-our-skyline-crew

Oakland East Bay Math Circle. Quote of the Day. Emily Counts Divisors with our Skyline crew. December 5, 2012. Ow many divisors are there in 72? How do you know this is right? Do you know what a divisor is? Today began with students defining divisors and non-divisors. Hen came the real task at hand: how many divisors are there in a number and how did we know we had them all? We soon had the following: a table. With its columns the powers of. One of the factors ,. With the powers of. You are commenting us...

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Oakland/East Bay Math Circle - Home Page

He Oakland/ East Bay Math Circle (OEBMC) is a weekly after-school program centered on mathematical exploration and discovery and presented for middle and high school students and their teachers. We currently have math circles sessions in 5 East Bay locations. Read More about the Oakland/East Bay. Math Circle Mission and Program. George Hart's 12 card construction. The Oakland/East Bay Math Circle Program is made possible by the generous contributions of our many Sponsors.

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Oakland East Bay Math Circle

Oakland East Bay Math Circle. Quote of the Day. Emily Counts Divisors with our Skyline crew. December 5, 2012. Ow many divisors are there in 72? How do you know this is right? Do you know what a divisor is? Today began with students defining divisors and non-divisors. Hen came the real task at hand: how many divisors are there in a number and how did we know we had them all? We soon had the following: a table. With its columns the powers of. One of the factors ,. With the powers of. November 17, 2012.

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