Find terminating decimal expansion of 29/343
Answers
Answered by
72
Given
29/343
In the denominator,
we have check whether it is in the former of 2^n × 5^m.
Find the prime factors of 343.
343= 7×7×7 = 7^3
The denominator is not in the former of 2^n × 5^m. So, there will be no terminating decimal expansion for given. But there will be non terminating decimal expansion for that.
Hope this helps you.
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29/343
In the denominator,
we have check whether it is in the former of 2^n × 5^m.
Find the prime factors of 343.
343= 7×7×7 = 7^3
The denominator is not in the former of 2^n × 5^m. So, there will be no terminating decimal expansion for given. But there will be non terminating decimal expansion for that.
Hope this helps you.
Please mark this question as brainlieast answer.
Thanks.
Answered by
15
Answer: Non terminating repeating expansion.
Step-by-step explanation:
Since 343 does not have 2 and 5 in its factors, the above mentioned number will have a non terminating and repeating decimal expansion.
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