When Euclid's lemma is used for a < b as a=bq +r, then which of the followino is true? b=0 r=0 q=0 a=0
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Answer:
a=0
Step-by-step explanation:
this is because the value of a can never be less than b as a is the divident and b is the divider and in order to devide a and b , the value of a > b .
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