Hypergeometric Distribution. Suppose that Z has a hypergeometric distribution with parameters N = 20, M = 7, n = 4.
(a) In Minitab Type 0, 1, 2, 3, 4 in column c10, use the command
MTB > cdf c10;
SUBC > hypergeometric 20 7 4.
to find P(Z < 2) = and P(Z > 2)
(b) Use the “inverse cdf” command which for a given number a between 0 and 1 yields the value of (?) that satisfies P(Z <?) = a, by typing:
MTB > invcdf a ;
SUBC > hypergeometric 20 7 4.
to find the value c in P(Z < c) = 0.992776. The value of c is?
(a)
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(b)
From above output, because
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