Find the HCF of 85 and 153 and express it in the form 85x and 153y
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According to Euclid's division lemma
a=bq+r, 0<=r<b
85=51*1+34
51=34*1+17
34=17*2+0
17=[51-34*1]
17=[51-{85-(51*1)}*1]
17=[51-85*1+51*1]
17=[51*2-85*1]
17=[(-85*1)+51*2]
17=85x+51y
x = (-1), y = 2
a=bq+r, 0<=r<b
85=51*1+34
51=34*1+17
34=17*2+0
17=[51-34*1]
17=[51-{85-(51*1)}*1]
17=[51-85*1+51*1]
17=[51*2-85*1]
17=[(-85*1)+51*2]
17=85x+51y
x = (-1), y = 2
SubhashreePati:
the question is HCF of 85 & 153 and express it in the form 85x+153y
so ur answer is wrong
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