Mathematics
Grade-2
Easy
Question
Write the number of students enrolled in the year 2000.
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)
- 4
- 7
- 6
- 9
Hint:
In this question we are given the table , One column is Years and another column is Number of student. Here we have to find the Number of student for year 2000. Find the 2000, in years column and then find the count the student in same row.
The correct answer is: 9
Here we have to find the number of students enrolled in the year 2000.
Firstly, In fig, we are given by two column . One is Years and another is Number of student,
Look 2000 in Years column , It is on 3rd place so,
Count the total number of students in same row of Years,
Therefore, the total number of students enrolled in the year 2000 is 9.
The correct answer is 9 (option (d)).
![](data:image/png;base64,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)
In this question , We have given by table we just find out the number of students enrolled in the year 2000.