As per euclid's division Lemma for given positive integers A and B the

1.	As per euclid's division Lemma for given positive integers A and B there are there exist a Unique integer q and R satisfying the relation
Answer» $\bold\purple{\fbox{\pink{answer}}}$ *Euclid's division lemma states that GIVEN two positive integers a and B, there will exist the unique integers q and r SATISFYING a = (b X q) + r.* *30 Thanks+Follow = Inbox* $\bold\purple{\fbox{\pink{hope\:it\:helps\:you}}}\\\bold\purple{\fbox{\pink{plz\:mark\:as\:brainliest}}}$

As per euclid's division Lemma for given positive integers A and B there are there exist a Unique integer q and R satisfying the relation

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$\bold\purple{\fbox{\pink{answer}}}$

Euclid's division lemma states that GIVEN two positive integers a and B, there will exist the unique integers q and r SATISFYING a = (b X q) + r.

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As per euclid's division Lemma for given positive integers A and B there are there exist a Unique integer q and R satisfying the relation

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