Does the rational number 441/2^2x5^7x7^2 has a terminating or non-terminating decimal representation?
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It has a non-terminating decimal representation, because for a terminating decimal representation, the denominator should have its prime factorisation in the form of 2^m * 5^n. But 441/2² * 5² * 7² has a 7 as well in the prime factorisation of its denominator.
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