Euclid's division lemma states that if a and b are any +ve integers,
then the exist unique integers q and r such that
options are
a =bq+r;o<r<b
a =bq+r;o r <b
a =bq+r;o r<b
a =bq +r;o<b<r
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Answer:
a =bq +r; o<r <b is the right answer
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