nue to hold exhaustively for the population of that village. Let X om variable representing the number of times a person aged or e has been vacinated. h the followings. -25 13 51 255 35 Et 1. P(X=3)= Et 2. P(Xs2)= Et 3. E(X)= Et 4. V(X)=

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Chapter1: Combinatorial Analysis
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To find out the prevelance of smallpox vaccine use, a researcher inquired into the
number of times a randomly selected 201 people aged 16 and over in African village
had been vaccinated. He obtained the following figures: never, 17 people; once, 30;
twice, 58; three times, 51; four times 38; five times, 7. Assuming these proportions
continue to hold exhaustively for the population of that village. Let X denote the
random variable representing the number of times a person aged or older in this
village has been vacinated.
Match the followings.
A. 0.525
В. 2.43
C. 1.61
D. 0.255
E. 0.235
select
1. P(X=3)=
2. P(Xs2)=
3. E(X)=
select
select
select - 4. V(X)=
select
5. P(Xs1)=
Transcribed Image Text:To find out the prevelance of smallpox vaccine use, a researcher inquired into the number of times a randomly selected 201 people aged 16 and over in African village had been vaccinated. He obtained the following figures: never, 17 people; once, 30; twice, 58; three times, 51; four times 38; five times, 7. Assuming these proportions continue to hold exhaustively for the population of that village. Let X denote the random variable representing the number of times a person aged or older in this village has been vacinated. Match the followings. A. 0.525 В. 2.43 C. 1.61 D. 0.255 E. 0.235 select 1. P(X=3)= 2. P(Xs2)= 3. E(X)= select select select - 4. V(X)= select 5. P(Xs1)=
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