Suppose you have a checkers board with tan and grey squares, each square measuring 5 cm by 5 cm.
What's the radius of the largest circle that can be drawn on the board such that the entire circumference of the circle is only touching grey? Please round to the nearest hundredth of a centimeter
If you think you've got it, be sure you can show how!
2006-07-01
17:50:57
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11 answers
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asked by
xd_drd77
2
in
Science & Mathematics
➔ Mathematics
Ah, you all are perhaps over simplifying this, take this checkerboard, and use as much of the whole board as possible so that a small line could pass through the edges of the individual squares without moving in on the others, like this.
http://img48.imageshack.us/img48/4402/closeenough5ug.png
I didn't line up the circle well, but I hope you all get the picture, and I'm not saying it has to eb as small an area as 3x3, you can look up for yourself how many squares are on a checkers board. This isn't a school prject, I know the answer, I want to see if anyone else can think deep.
2006-07-01
18:15:01 ·
update #1
Michal: That's not an answer, is it?
2006-07-01
18:16:18 ·
update #2