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Euclid divisin lemma 196 and 38220 |
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Answer» From cbse board ex 1.1 has been deleted. You don\'t have to practise this exercise In the given pair, 38220 > 196, thus let 38220 = a and 196 = bNow by applying the Euclid’s division algorithm, we get38220=196×195+0\xa0(Here\xa0q=195\xa0and\xa0r=0)Since, in the above equation we get, r = 0, therefore, 196 is the HCF of the given pair 196 and 38220. solution let a=38220 and b= 196 from euclid division lemma a=bq+r 38220=196×195+0 HCF=196 |
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