find the hcf of 675 and 1550 by long division method
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Answer:
hcf = 175
Step-by-step explanation:
By using Euclid's division lemma that is
a=bq + r, 0 < or= r < b
a=1550
b=675
a= bq + r
1550= 675 × 2 + 250
r not = 0
675 = 250 × 2 × 175
r not = 0
250 = 175 × 2 + 0
r = 0
hcf= 175
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