Consider the Venn diagram given below. The nu | vedclass

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(D) $1$. Identify the regions in the Venn diagram representing persons who read at least two newspapers. These are the regions where the circles overl

Vedclass · Accepted Answer

$5400$

Vedclass · Answer

(D) $1$. Identify the regions in the Venn diagram representing persons who read at least two newspapers. These are the regions where the circles overlap.$2$. The regions representing at least two newspapers are: $12$ (reading two),$8$ (reading two),$5$ (reading two),and $2$ (reading all three).$3$. Total number of persons reading at least two newspapers in the survey = $12 + 8 + 5 + 2 = 27$.$4$. Total number of persons surveyed = $50$.$5$. The fraction of people reading at least two newspapers = $\frac{27}{50}$.$6$. For a population of $10,000$,the expected number of people reading at least two newspapers = $\frac{27}{50} 	imes 10,000 = 27 	imes 200 = 5400$.

Consider the Venn diagram given below. The numbers in the Venn diagram indicate persons reading the newspapers. The diagram is drawn after surveying $50$ persons. In a population of $10,000$,how many can be expected to read at least two newspapers? Choose the correct answer from the following:

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