Can a be bigger than b in a=bq+r
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Answered by
0
Sometimes yes and sometimes no
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Answered by
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Yes, sure.
PROOF:
according to Euclid's division lemma
dividend = divisor × quotient + remainder
i.e. a = bq+r
where, a > b (i.e. dividend > divisor)
e.g. 1) when remainder is zero
12 = 4 × 3 + 0
12 > 4
2) when remainder is non-zero
23 = 2 × 11 + 1
23 > 2.
Happyday1:
Dividend is alway bigger in the case of whole numbers but not in the case of integers
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