the 17/18 rational number are either terminating or non terminating or repeating decimal
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Step-by-step explanation:
the decimal expansion of 17/8 is terminating. Since the denominator is not in the form 2m×5n, 2 m× 5 n , and it also contains 7 and 13 as its factors, its decimal expansion will be non-terminating repeating.
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Answer:
Given decimal is 17/18
17/18=17/2×2×2
=2 cube
=17/2 cube
=17/2 cube × 5 power zero ( 5 power zero is 1)
Denominator is of the form 2 power n × 5 power m (n=3:m=0)
Therefore 17/18 is terminating decimal.
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