Puzzle time! Which is a better fit (i.e., results in less wasted space), a square peg in a round hole or a round peg in a square hole? (From http://richardwiseman.wordpress.com/2011/08/12/its-the-friday-puzzle-123)
oh I love puzzle time
circle
hmm.. a square peg in a round whole
hole*
Puzzle time requires either a conceptual, logical, or numerical solution :D
In any case, my calculations say the opposite is true (not that I'm necessarily right, this is part of why solutions are needed ;) )
what do yu mean by conceptual, logical or numerical solution ? So there's like working out for the puzzle ? Cant it be a guess lmao
If lets say hole is of diameter 2d then radius d area pi*d^2, now the square's diagonal must be 2d hence side is sqrt2d hence area should be 2d^2 Now when cirlce in square then 2d = square side diameter 2d and radius d pid^2 area of circle and 4d^2 4d^2 - pi d^2 < pi d^2 - 2d^2 4 - 3.14 < 3.14 - 2 .86 < 1.14 circle in square
i am the winner yaay yaay
no i am the winner!
It can't be a guess, no. In this case, conceptual, or logical solutions won't work, but in general they can be used at puzzle time.
lolss , i never realised maths is involved in the puzzle , gosh im stupid xDD
hi dalvoron.. seeing you after long time..
me too Hi dalvoron
I think I should give it to Ishaan! I worked it out on the basis of percentage space wasted, but the question doesn't specifically ask for that. Well done!
Also hi.
where is ishaans answer?
The post that starts with "If lets say hole is of diameter 2d then radius d"
i cant see it! wait i will reload
isnt it square in a round hole = 2/pi peg in square hole = pi/4
ya i got it its d same i was replying thank god you declared him the winner:)
I mean: ratio of square area to round hole area = 2/pi ratio of circle area to square hole area = pi/4
I think fiddlearound deserves a medal for that, good job!
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