(1) Have your group come up with an initial definition of "Boolean Algebra", after discussing it together for a minute or two. One of you should be in charge of getting a consensus, and another in charge of writing down your group's definition.
First Definition of Boolean Algebra:______________________________ __________________________________________________________________
(2) (a) Go to http://barzilai.org/enrich/b
Explore the "Boolean Logic" link. (If you're curious, you can also find
out about George Boole and his daughter Alicia Boole Scott). When you
are done, hit the "back" button on your browser to return to
the main page, and continue with (3) below.
(3) Without peeking at the next link, can your group come up with any applications of boolean logic? Relating to the internet?
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(4) From the main page (http://barzilai.org/enrich/b ) click on "Boolean Algebra used on the internet". Many of you are probably familiar with this. Have you thought of this as mathematics before? In what sense is it mathematics?
_________________________________________________________________(5) In this next step you will click on a link, "Karnough Maps" which is a page full of diagrams. You should:
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To build up to that exercise, learn some more about Boolean Algebra and circuits through the links (introduction to Boolean Algebra and so on) to some online courses. Happy Exploring!
Then, when you're done, prove you're ready for the last workshop by taking the Boolean Algebra Quiz!
When you're done with all of that, let one of us know that you're ready for the last workshop.