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In this homework assignment for ma 240, students are asked to determine the number of unique boolean functions of three bits. The document also includes an extra credit puzzler involving a necklace exchange problem.
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You just defined (on page 1) eight different Boolean functions of three-bits (input). How many unique functions of three bits are possible? _______ (we covered this in class, but I want you to remember it!)
Description below. The usual submission rules apply: first person to email me the correct answer gets the points! (Note: the last clue, that the lender is a friend, means that she is willing to do a little extra such as exchanging one segment of the necklace for another. For example, if she has five segments of one link each, and the borrower gives her a segment of six links (connected), then the lender would give back the five one-link segments in exchange.)