Chork's Puzzle 30
Difficulty Rating: 2
Part 1 of the square-circle-triangle trilogy
The ratio of the perimeter of a square to a circle to an equilateral triangle is 20:x:y. Now, the ratio of the areas of the same square to the same circle to that equilateral triangle is x:y:20.
Part 1 of the square-circle-triangle trilogy
The ratio of the perimeter of a square to a circle to an equilateral triangle is 20:x:y. Now, the ratio of the areas of the same square to the same circle to that equilateral triangle is x:y:20.
Find, to the nearest integer, the value of x + y.
If you know the answer, post it in the comments section of this post.
If you know the answer, post it in the comments section of this post.
4 Comments:
At Saturday, September 30, 2006 11:33:00 AM, Anonymous said…
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At Saturday, September 30, 2006 11:48:00 AM, chorkie said…
apologies to the person who answered the question. i made a mistake with the question. it has been updated now.
At Saturday, September 30, 2006 1:48:00 PM, Anonymous said…
err...43 den?
At Saturday, September 30, 2006 6:06:00 PM, chorkie said…
yepp u r right! (:
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