what is eulids division lemma ?
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Answered by
2
hey!!!.
it is u r answer.help u..
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it is a proven statement.
* a lemma is a proven statement used for proving another statement.
** Euclid's lemma state that ,for any two positive integar ,say a and b,there ,exist two unique whole number ,say q and r ,such that .
a=bq + r , where o <_ r < b .
here ,
a= dividend ,b=divisor,q=quotient and r=remainder.
it can be written as ,
dividend =(divisor× quotient)+ remainder.
ok help u..
it is u r answer.help u..
________________________________________________________________****
it is a proven statement.
* a lemma is a proven statement used for proving another statement.
** Euclid's lemma state that ,for any two positive integar ,say a and b,there ,exist two unique whole number ,say q and r ,such that .
a=bq + r , where o <_ r < b .
here ,
a= dividend ,b=divisor,q=quotient and r=remainder.
it can be written as ,
dividend =(divisor× quotient)+ remainder.
ok help u..
Answered by
1
Euclid division lemma =let a and B any positive integer a=bq+r
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