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hello my name is farnia laurent!!:cool::
welcome farnia there cool smilies aren't they
People don't notice whether it's winter or summer when they're happy.
~ Anton Chekhov
Cheer up, emo kid.
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Hello and welcome to the forums of MathIsFun! Hope you enjoy and stay while you can. Try posting up some posts if you can.
Name :: Vincent Raider Hawks
Gender :: Male
Birth Date :: July 4 , 1970
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tIGER DON'T engourage it
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u said wot ?
People don't notice whether it's winter or summer when they're happy.
~ Anton Chekhov
Cheer up, emo kid.
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Don't encourage people to spam with smilies. MathIsFun doesn't like it.
Name :: Vincent Raider Hawks
Gender :: Male
Birth Date :: July 4 , 1970
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Many People don't like. Too much of it is annoying and distracting.
Last edited by siva.eas (2006-01-21 09:20:48)
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oops sorry
People don't notice whether it's winter or summer when they're happy.
~ Anton Chekhov
Cheer up, emo kid.
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Remember not to do it next time then.
Name :: Vincent Raider Hawks
Gender :: Male
Birth Date :: July 4 , 1970
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so true so true
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Yes, it is true, of course.
Name :: Vincent Raider Hawks
Gender :: Male
Birth Date :: July 4 , 1970
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of course
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shut up now ju
People don't notice whether it's winter or summer when they're happy.
~ Anton Chekhov
Cheer up, emo kid.
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who knows the number feared by pythagoreans, since it lies halfway between the only two intergers that can be both the perimeter and the area of the same rectangle
The root of your question probably lies within a square or 2.
"In the real world, this would be a problem. But in mathematics, we can just define a place where this problem doesn't exist. So we'll go ahead and do that now..."
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A square of size 4 gives you an area and perimeter of 16.
A rectangle with sides of 3 and 6 gives you an area and perimeter of 18.
So halfway between 16 and 18 is 17. Is that what you're asking?
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Welcome Farnia
Theres no other place like home or is there..............
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who knows the number feared by pythagoreans, since it lies halfway between the only two intergers that can be both the perimeter and the area of the same rectangle
Just why is this number 'feared' by 'Pythagoreans'?
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