Question

use euclids division algorithm find the HCF of 1) 1260 and 7344 and 2) 847 , 1260​

Answer 1

1) 36

2)7

Step-by-step explanation:

by Euclid's division algorithm,

a=bq+r

7344=1260×5+1044

1260=1044×1+216

1044=216×4+180

216=180×1+36

180=36×5+0

therefore hcf= 36

2)a=bq+r

1260=847×1+413

847=413×2+21

413=21×19+14

21=14×1+7

14=7×2+0

therefore hcf= 7

Answer 2

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