Results
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Choice
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Votes
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Percent
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I'm not in school, hence no vacations.
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21
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5.3%
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No, without math homework, I don't need my calc.
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45
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11.3%
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Sometimes, if I need to calculate something.
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152
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38.3%
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Yes, I use it every day.
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179
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45.1%
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Re: Do you use your calculator on vacations from school?
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Luke Imhoff
(Web Page)
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First Post! Anyway, I use my calc (actually VTI usually) everyday for debugging my game and beta-testing it.
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Reply to this comment
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9 June 2001, 22:40 GMT
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Re: Do you use your calculator on vacations from school?
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MaxBreaker
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Second post WOHOO!!!! yay!! neways, i use my calc everyday
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Reply to this comment
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9 June 2001, 23:01 GMT
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Re: Do you use your calculator on vacations from school?
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shockedslk
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4th post wow im so special:) id use my calc in shower if i could! i use it every day. i actualy got my 82 on vacation! then when i got my 89 and 92+ i waz addicted! thanx for a new survey!
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Reply to this comment
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10 June 2001, 00:30 GMT
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Re: Do you use your calculator on vacations from school?
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Cuco
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Hello my name is Cuco and I'm addicted to calcs.
But I'm doing better now. In fact I haven't touched them since my math-exam May 17th. So I would say that I don't use them during vacations.
I have a TI-82 and TI-89.
A little sentence to make you think:
Either this whole sentence is false or pi = 4.
There, it is hereby proved that pi = 4.
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Reply to this comment
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10 June 2001, 03:14 GMT
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Re: Re: Re: Re: Re: Re: Do you use your calculator on vacations from school?
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Cuco
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We assume it is false because we have to think about both possibilities. False or true. If the sentence is false, it can be false in three different ways because there are two different statements. The possibilities are
f, f
f, t
t, f
Because the first statement states something about the sentence the first (f, f) can never happen because then the whole sentence would be false and that would make the fist statement true. So the whole sentence can never be false.
If the first statement is false and the second true, the sentence makes sense.
If the first is true and the second is false, the sentence falls apart. The first statement states that if the whole sentence isn't false then the second must be. So we only have one logical possible situation were the sentence is false. If the first statement is false and the second is true.
If both sentences are true, well then the second is also.
Interestingly, you can replace the second statement with anything, ex. "The moon is made of cheese." The sentence would still make sense.
Cuco
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Reply to this comment
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11 June 2001, 23:11 GMT
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