Mathematics
Grade-2
Easy
Question
The number of votes for pears is ______.
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)
- 5
- 2
- 4
- 7
Hint:
In this question we are given the table , one column is fruits and second column is votes. Here we have to find the number of votes for pears. Find the pears in fruit column and then find the count the votes in same row.
The correct answer is: 7
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)
Here we have to find the number of votes for pears,
Firstly, In fig, we are given by two column . One is fruit and another is votes,
Look pears in fruit column , It is on 2nd place so,
Count the total number of votes in same row of pears,
Therefore, the total number votes for pears is 7.
The correct answer is 7 (option (d)).
In this question , We have given by table we just find out the votes of the given fruit so count the number of votes which is given in the row.