State Euclids division lemma
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dividend=divisor × quotient + remainder
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Euclid's division dilemma states that for any two positive integers a and b ,there exists unique integers q and r such that a=bq+ r where r must satisfy (a) 0<_r<b. (b) 0>r>b (c)
0<_r<b ( d ) 0 >_ r>_ b
0<_r<b ( d ) 0 >_ r>_ b
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