if a/b is a rational number (b is not equal to 0) in its lowest form. what is the condition on b so that the decimal representation of a/b is terminating.
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aloha user!!
we are having one rational number => a/b
where b is not equal to 0.
for this to be terminating the prime factorization of b should be in the form
where m and n are natural numbers.
moreover, the prime factorization should not have any number other than 2 or 5.
for example 55/4 => 55/ 2 × 2 => because 2 is there in the prime factorization so we can say that is is terminating.
hope it helps
good life !!
peace out !!
we are having one rational number => a/b
where b is not equal to 0.
for this to be terminating the prime factorization of b should be in the form
where m and n are natural numbers.
moreover, the prime factorization should not have any number other than 2 or 5.
for example 55/4 => 55/ 2 × 2 => because 2 is there in the prime factorization so we can say that is is terminating.
hope it helps
good life !!
peace out !!
marakroma18otss61:
thank you so much...
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