Numerical ReasoningNewspaper ReadershipDaily NewspapersReadership (millions)Percentage of adults reading each paper in Year 3Year 1Year 2MalesFemalesThe Daily Chronicle3.62.976Daily News13.89.32418The Tribune1.11.443The Herald8.512.73023Daily Echo4.84.91012Question 1: Which newspaper was read by a higher percentage of females than males in Year 3?ABCDEThe TribuneThe HeraldDaily NewsDaily EchoThe Daily ChronicleQuestion 2: What was the combined readership of the Daily Chronicle, the Daily Echo, and The Tribune in Year 1?ABCDE10.68.49.512.27.8

In a survey of 150 readers, it has been found that 75 read newspaper A, 90 read newspaper B and 70 read newspaper C. 40 read A & B, 35 read B & C, 30 read A & C and 10 read all the three. How many read at least two newspapers?a.55b.85c.35d.75

Read the following statement and find it whether the conclusions/Assumptions follow: Statements: Prime age school-going children in urban India have now become avid as well as more regular viewers of television, even in households without a TV. As a result there has been an alarming decline in the extent of readership of newspapers. Conclusions: I. Method of increasing the readership of newspapers should be devised. II. A team of experts should be sent to other countries to study the impact of TV. on the readership of newspapers.

A survey shows that 53% of the people in a city read a magazine A whereas 69% read a magazine B. If x% of the people read both the magazine then a possible value of x can be

The marketing manager for the print division of Publishing and Broadcasting Limited claims that 23% of university students regularly read the Bulletin magazine. A survey of 240 students showed that only 43 students read the Bulletin regularly. Assuming the manager's claim is correct, determine (to 4 decimal places):1. the standard error for the sampling distribution of the proportion. 2. the probability that the sample proportion is no more than that found in the survey.

Three newspapers A, B and C are published in a city and a survey of readers indicatesthe following: 20% read A, 16% read B, 14% read C, 8% read both A and B, 5% readboth A and C, 4% read both B and C, 2% read all the three. For a person chosen atrandom, find the probability that the person reads none of the newspapers