A DIE IS ROLLED 19 TIMES $10 TO CORRECT ANSWER

[thac]

DICEROLLED

[Double Ice]

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who cares, its not normally distributed

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Spoken like someone who thinks they know what they are talking about.

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please tell me what i "think i know"

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Well, for a fixed probability of success P, and N trials, since N is discrete, clearly a binomial distribution is not a normal distribution technically. However, the normal distribution approximates it quite well, and also the binomial distribution converges to the normal one as N -> infinity. So while a binomial distribution is not actually a normal one, this has more to do with discreteness/continuity than not being in the "spirit" of a normal one.

[stinkypete]

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who cares, its not normally distributed

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Spoken like someone who thinks they know what they are talking about.

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please tell me what i "think i know"

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Well, for a fixed probability of success P, and N trials, since N is discrete, clearly a binomial distribution is not a normal distribution technically. However, the normal distribution approximates it quite well, and also the binomial distribution converges to the normal one as N -> infinity. So while a binomial distribution is not actually a normal one, this has more to do with discreteness/continuity than not being in the "spirit" of a normal one.

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that's not what he was referring to at all, unless he's even dumber than i thought. please let sledghammer reply so i can tell him he's dumb.

[sledghammer]

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who cares, its not normally distributed

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Spoken like someone who thinks they know what they are talking about.

[/ QUOTE ]

please tell me what i "think i know"

[/ QUOTE ]

Well, for a fixed probability of success P, and N trials, since N is discrete, clearly a binomial distribution is not a normal distribution technically. However, the normal distribution approximates it quite well, and also the binomial distribution converges to the normal one as N -> infinity. So while a binomial distribution is not actually a normal one, this has more to do with discreteness/continuity than not being in the "spirit" of a normal one.

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that's not what he was referring to at all, unless he's even dumber than i thought. please let sledghammer reply so i can tell him he's dumb.

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I assumed you were implying that variance isn't important for non-normal distributions, because all you know to do with variance is run a t-test/ci.

[iloveny161]

answer is 7

[stinkypete]

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who cares, its not normally distributed

[/ QUOTE ]
Spoken like someone who thinks they know what they are talking about.

[/ QUOTE ]

please tell me what i "think i know"

[/ QUOTE ]

Well, for a fixed probability of success P, and N trials, since N is discrete, clearly a binomial distribution is not a normal distribution technically. However, the normal distribution approximates it quite well, and also the binomial distribution converges to the normal one as N -> infinity. So while a binomial distribution is not actually a normal one, this has more to do with discreteness/continuity than not being in the "spirit" of a normal one.

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that's not what he was referring to at all, unless he's even dumber than i thought. please let sledghammer reply so i can tell him he's dumb.

[/ QUOTE ]
I assumed you were implying that variance isn't important for non-normal distributions, because all you know to do with variance is run a t-test/ci.

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why would you be so retarded? i have no idea what a t-test/ci is.

[jessica1994]

pi

[sledghammer]

I refuse to be leveled, but you still don't know what you're talking about.

[StrongArm]

wheres will hunting when u need him

[Pugwash]

LOL DICEAMENTS