Mathematics
Grade-4-
Easy
Question
Estimate the quotient of 256 ÷ 16.
- 10
- 11
- 12
- 13
Hint:
Divide 256 ÷ 16 by the long division method and find the quotient which is accumulated in the right ear of the long division method.
The correct answer is: 13
Round the 256 and 16 to nearest ten's which are 260 and 20 respectively.
![](data:image/png;base64,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)
![](data:image/png;base64,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)
Ex:- The sample interpretation for the long division
Related Questions to study
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Round the number 99292 to the nearest hundreds.
Round the number 99292 to the nearest hundreds.
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The missing numbers of the following pattern are__________.
![](data:image/png;base64,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)
The missing numbers of the following pattern are__________.
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Ex :- The sample interpretation for the long division
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The L.C.M. of 200 and 300 is____________
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Multiply 23 and 18 using area model.
Multiply 23 and 18 using area model.
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Estimate 450 × 523 to nearest hundreds.
Estimate 450 × 523 to nearest hundreds.
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The factor of 6 from the following is
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The fifth multiple of 4 is_____________.
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The first four multiples of 8 are___________.
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