Without actually performing division , state whether 21/14 will have terminating or repeating decimal expansion ?
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Answer;
First factorize 14 using prime numbers
We get,
7 | 14
2 | 2
| 1
Therefore 14 = 2×7
21 3 × 7
— = ————
14 2 × 7
We cannot express 14 in the form of 2^n5^m
Hence 21/14 has a non terminating decimal expansion.
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