Mathematics
Grade-2
Easy
Question
Write the year in which 4 students are enrolled.
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)
- 2010
- 2009
- 2008
- 2007
Hint:
In this question just look on the row of enrolled student and year.
The correct answer is: 2010
the year in which 4 students are enrolled.
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)
Here we have to find the year in which 4 students are enrolled.
Firstly, In fig, we given by years and also the number of students,
On 2010 , see on table then,
Count the total number of students,
Therefore, the total number of 4 student in 2010 .
The correct answer is 2010 (option (a)).
In this question , We have given by table we just find out the given year and count the number of enrolled students in the row.