use eclid's division algorithm to find her.c.f. of 870 and 225
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Answered by
1
870 = 225 ×3 +195
225 = 195 × 1 + 30
195 = 30 × 6 + 15
30 = ⑮ × 2 + 0
∴ HCF(870,225) = 15. ANS
225 = 195 × 1 + 30
195 = 30 × 6 + 15
30 = ⑮ × 2 + 0
∴ HCF(870,225) = 15. ANS
Answered by
1
By using Euclid's Division lemma,
870 = 225* 3 + 195
225 = 195 * 1 + 30
195 = 30 * 6 + 15
30 = 15 * 2 + 0
So. the HCF of 870 and 225 = 15
870 = 225* 3 + 195
225 = 195 * 1 + 30
195 = 30 * 6 + 15
30 = 15 * 2 + 0
So. the HCF of 870 and 225 = 15
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