When another survey was conducted in May 2007 with the same set of students, their tastes had changed and the findings were different. All of them read India Today. 120 read Outlook, and no one read Business India. Hence, in May 2007, how many students read only India Today?
To solve the problem, we need to determine how many students read only India Today in May 2007.
First, we have the following information from the survey conducted in May 2007:
All students read India Today.
120 students read Outlook.
No students read Business India.
We need to find out how many students read only India Today. Let the total number of students be \( x \).
1. Since all students read India Today, the total number of students (x) is the same as the number of students reading India Today.
2. 120 students read Outlook, which may also include those reading India Today since they read both magazines.
3. Since no one reads Business India, it does not affect the count.
To find the number of students who read only India Today, subtract those who read both India Today and Outlook from the total \( x \). This gives:
\[ \text{Students reading only India Today} = x - 120 \]
However, without explicitly stating the total number of students from any data source, the standard set of assumptions based on similar problem scenarios typically involves identifying if the given information directly relates all students as reading one principal source.
Given the options and logical assumptions for standard surveys, the answer aligns with: