Question

1. For Euclid’s Division Lamma of given two positive integers ‘a’ and ‘b’ , there exist unique

integers ‘q’and ‘r’ satisfying

a) a = b.q +r, where 0 < r < b

b) a = b.q +r, where 0 < r < b

c) a = b.q +r, where 0 < r < b

d) None of these.​

Answer 1

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