Mathematics
Grade-3-
Easy
Question
The predecessor of 2000 is ____.
- 1999
- 2001
- 200
- 20
Hint:
We have to find the predecessor of 2000 which the number that comes just before 2000. After reducing 1 from 2000 we will get the number that come just before 2000. hence, we will get the required predecessor.
The correct answer is: 1999
The predecessor of 2000 is 1999.
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MathematicsGrade-3-
Mathematics
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)
The number shown is ____
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)
The number shown is ____
MathematicsGrade-3-
Mathematics
![](data:image/png;base64,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)
The value of digits in the tens place is_____.
![](data:image/png;base64,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)
The value of digits in the tens place is_____.
MathematicsGrade-3-
Mathematics
Identify the number that has 5 in hundreds place.
Identify the number that has 5 in hundreds place.
MathematicsGrade-3-
MathematicsVideo
2560 _____ 2600
2560 _____ 2600
MathematicsGrade-3-
MathematicsVideo
The greatest number among the numbers 9642, 8650, 9800, 9500, 7000 is ______.
The greatest number among the numbers 9642, 8650, 9800, 9500, 7000 is ______.
MathematicsGrade-3-
MathematicsVideo
100 less than 8452 is ____.
100 less than 8452 is ____.
MathematicsGrade-3-
MathematicsVideo
The smallest four-digited number that can be made using the digits 8, 9, 2, 6 is_____.
The smallest four-digited number that can be made using the digits 8, 9, 2, 6 is_____.
MathematicsGrade-3-
MathematicsVideo
7000 + ____ = 7060. Write the missing number.
7000 + ____ = 7060. Write the missing number.
MathematicsGrade-3-
MathematicsVideo
2828, 2808, 2818, 2798, _____ Write the missing number.
2828, 2808, 2818, 2798, _____ Write the missing number.
MathematicsGrade-3-
MathematicsVideo
The number 4000 less than 9962 is________.
The number 4000 less than 9962 is________.
MathematicsGrade-3-
MathematicsVideo
The number 200 more than 5524 is________.
The number 200 more than 5524 is________.
MathematicsGrade-3-
MathematicsVideo
The greatest four-digited number that you can be made using the digits 0, 5, 9, 8 is___.
The greatest four-digited number that you can be made using the digits 0, 5, 9, 8 is___.
MathematicsGrade-3-
MathematicsVideo
![](data:image/png;base64,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)
The missing numbers are_____.
![](data:image/png;base64,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)
The missing numbers are_____.
MathematicsGrade-3-
MathematicsVideo
Greater number among 1000, 5000, 6000, 2000.
Greater number among 1000, 5000, 6000, 2000.
MathematicsGrade-3-