euclid's division Lemma status that for two positive integers a and b

1.	euclid's division Lemma status that for two positive integers a and b there exist unique integers q and R such that a=bq+r what condition r must satisfy
Answer» ANSWER: R Step-by-step explanation: since ,r will be more than b the we can DEVIDE and increase q. ex÷ 32=7×3+11 but can we say than when 32 is devided by 7 q=3 r=11 no so we can write 32=7×4+4 q=4 r=4 this SATISFIES that, r

euclid's division Lemma status that for two positive integers a and b there exist unique integers q and R such that a=bq+r what condition r must satisfy

Answer»

ANSWER:

Step-by-step explanation:

since ,r will be more than b the we can DEVIDE and increase q.

ex÷

32=7×3+11

but can we say than when 32 is devided by 7

q=3

r=11

so we can write 32=7×4+4

q=4

r=4

this SATISFIES that,

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euclid's division Lemma status that for two positive integers a and b there exist unique integers q and R such that a=bq+r what condition r must satisfy​

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euclid's division Lemma status that for two positive integers a and b there exist unique integers q and R such that a=bq+r what condition r must satisfy