Let f(x) be the probability function of the geo(p) distribution. Prove that: a) f(x) is indeed a probability function. b) f(x) is decreasing and therefore has a maximum at x* = 0. This value is always the mode of the geometric distribution.

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ÿ ý ý ýÜ Ð Ð¶‹ 프웃유 ♡
Let f(x) be the probability function of the geo(p) distribution. Prove that:
a) f(x) is indeed a probability function.
b) f(x) is decreasing and therefore has a maximum at x*
is always the mode of the geometric distribution.
0. This value
Transcribed Image Text:SOLVE STEP BY STEP IN DIGITAL FORMAT ÿ ý ý ýÜ Ð Ð¶‹ 프웃유 ♡ Let f(x) be the probability function of the geo(p) distribution. Prove that: a) f(x) is indeed a probability function. b) f(x) is decreasing and therefore has a maximum at x* is always the mode of the geometric distribution. 0. This value
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