Solve the problem.A small town takes a poll of how often its citizens went to the local library in a 1-month period. The poll results are shown in the table. 
Let the random variable X be the number of monthly visits to the library made by a randomly selected respondent, and let 
be a probability mass function based on these poll results. Find h(2), and H(2) and explain what each number represents.
A. h(2) = 9 is the probability that the respondent visited the library twice.
H(2) = 40 is the probability that the respondent visited the library no more than twice.
B. h(2) = 0.18 is the probability that the respondent visited the library twice.
H(2) = 0.62 is the probability that the respondent visited the library no more than twice.
C. h(2) = 0.09 is the probability that the respondent visited the library twice.
H(2) = 0.4 is the probability that the respondent visited the library at least twice.
D. h(2) = 0.18 is the probability that the respondent visited the library no more than twice.
H(2) = 0.62 is the probability that the respondent visited the library at least twice.
Answer: B
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A. 1, 2
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A. 
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C. 
D. 
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