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A bag contains 8 marbles. Four are blue, three are green, and one is orange. You draw out one marble and then another, without replacing the first marble. Find the probability of drawing two blue marbles. ill post the answer choices in a second
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1/2 1/4 3/14 3/28
3/28
P(B|B) might be the technical definition of it
4/8 * 3/7 is what my first thought was, but there is a hypergeometric formula that might be more astute
\[p=\frac{\binom{N-M}{n-x}\binom{M}{x}}{\binom{N}{n}}\]
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N=8; M=4; n=2 drawn; and x=2 success if i read it right
which of course is the same thing i thought to begin with :) so yeah
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