If 7/75 will have a terminating expansion
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As It's denominater does not have expansion of 5 raise to power n ×2 raise to power n
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Hi !
Prime factorization of 75 :-
75 = 3 * 5 * 5
If the denominator had a decimal expansion of the form 2^m * 5^n , then the fraction will have terminating decimal expansion.
But , here , as 3 is present in the prime factorization , this fraction will not have a terminating expansion .
Prime factorization of 75 :-
75 = 3 * 5 * 5
If the denominator had a decimal expansion of the form 2^m * 5^n , then the fraction will have terminating decimal expansion.
But , here , as 3 is present in the prime factorization , this fraction will not have a terminating expansion .
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