HCF OF 1176 AND 216 USING EUCLID'S DIVISION ALGORITHM
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Answered by
34
Using Euclid's division lemma,
1176= 216 * 5 + 96
216 = 96 * 2 + 24
96= 24 * 4 + 0
HCF= 24
1176= 216 * 5 + 96
216 = 96 * 2 + 24
96= 24 * 4 + 0
HCF= 24
Answered by
19
Question :
HCF OF 1176 AND 216 USING EUCLID'S DIVISION ALGORITHM
Answer :
Euclid's Division Lemma =
a = bq + r
Given Numbers = 1176,216
Finding HCF (Highest Common Factor) :
1176 = 216 × 5 + 96
216 = 96 × 2 + 24
96 = 24 × 4 +0
Hence the required Highest Common Factor (HCF) is 24 .
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