if hcf of 210 and 55 is expressable in the form 210*5+55y for some integer
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210<55
by euclid's division lemma,
a=bq+r
210=55x3+45
55=45x1+10
45=10x4+5
10=5x2+0
therefore r=0
the hcf is 5
by euclid's division lemma,
a=bq+r
210=55x3+45
55=45x1+10
45=10x4+5
10=5x2+0
therefore r=0
the hcf is 5
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