For some discrete random variable X. The probability mass functions (p.m.f) is given by: p(i) = c Find the following: E! where i=0,1, 2,.... Where c is a constant and λ is a positive value. a. The value of the constant c. b. P(X = 0) (probability of X is exactly 0). c. P(X > 1) (probability of X is at most 1).

A First Course in Probability (10th Edition)
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ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
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For some discrete random variable X. The probability mass functions (p.m.f) is given by:
p(i) = c
Find the following:
E!
where i=0,1, 2,.... Where c is a constant and λ is a positive value.
a. The value of the constant c.
b. P(X = 0) (probability of X is exactly 0).
c. P(X > 1) (probability of X is at most 1).
Transcribed Image Text:For some discrete random variable X. The probability mass functions (p.m.f) is given by: p(i) = c Find the following: E! where i=0,1, 2,.... Where c is a constant and λ is a positive value. a. The value of the constant c. b. P(X = 0) (probability of X is exactly 0). c. P(X > 1) (probability of X is at most 1).
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