Mathematics
Grade-2
Easy
Question
Create a table for the given data.
![](data:image/png;base64,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)
Object
Measure in Inches
Bar
3
Bird
5
Rabbit
2
Puppy
7
Object
Measure in Inches
Blue
1
Comb
6
Red
4
Chocolate
9
Object
Measure in Inches
Bell
5
Chalk
6
Roller
3
Pipe
7
Fruits
Number of people
Apple
35
Orange
30
Banana
10
Kiwi
25
Blue berry
40
Grapes
5
Object |
Measure in Inches |
Bar |
3 |
Bird |
5 |
Rabbit |
2 |
Puppy |
7 |
Object |
Measure in Inches |
Blue |
1 |
Comb |
6 |
Red |
4 |
Chocolate |
9 |
Object |
Measure in Inches |
Bell |
5 |
Chalk |
6 |
Roller |
3 |
Pipe |
7 |
Fruits | Number of people |
Apple | 35 |
Orange | 30 |
Banana | 10 |
Kiwi | 25 |
Blue berry | 40 |
Grapes | 5 |