Euclid division lemma states that the two number a and b are positive integers there exist unique number q and r such that a equal to bq+ r. What condition must satisfy
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Euclid division lemma states that the two number a and b are positive integers there exist unique number q and r such that a equal to bq+ r.
The condition is:
R that is remainder must be equal or greater than zero and less than b that is divisor.
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HOPE IT HELPS!!!
HERE IS YOUR ANSWER
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Euclid division lemma states that the two number a and b are positive integers there exist unique number q and r such that a equal to bq+ r.
The condition is:
R that is remainder must be equal or greater than zero and less than b that is divisor.
-----------------------------------------------------
HOPE IT HELPS!!!
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