Find the HCF of 1020 and 11594 by division method nd HCF of 1020 and 11594 by using division method
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Answered by
11
HCF(1020, 11594)
11594 = 1020 * 11 + 374
1020 = 374 * 2 + 272
374 = 272 * 1 + 102
272 = 102 * 2 + 68
102 = 68 + 34
68 = 34 *2
34 is the HCF.
11594 = 1020 * 11 + 374
1020 = 374 * 2 + 272
374 = 272 * 1 + 102
272 = 102 * 2 + 68
102 = 68 + 34
68 = 34 *2
34 is the HCF.
Answered by
3
Let a be 11594& b be 1020
By Euclid's division method
a=bq+r,0b
11594=1020×11+374
1020=374×2+272
374=272×1+102
272=102×2+68
102=68×1+34
68=34×2+0
So,HCF is 34
By Euclid's division method
a=bq+r,0b
11594=1020×11+374
1020=374×2+272
374=272×1+102
272=102×2+68
102=68×1+34
68=34×2+0
So,HCF is 34
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