use the Euclid division algorithm to find whether the pair of the numbers 847 and 2160 at the co prime or not
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As 2160 847
Let a= 2160 and b= 847
∴according to Euclid's division algorithm a= bq+r for some positive integers q r,0 ≤ r
using prime factorization method
2160 =847 x 2+366
847= 366 x 2 +115
366 = 115 x 2+36
115= 36 x 3+ 7
36 = 7 x 5+ 1
7 = 1 x 7+0
∴ HCF =1
Let a= 2160 and b= 847
∴according to Euclid's division algorithm a= bq+r for some positive integers q r,0 ≤ r
using prime factorization method
2160 =847 x 2+366
847= 366 x 2 +115
366 = 115 x 2+36
115= 36 x 3+ 7
36 = 7 x 5+ 1
7 = 1 x 7+0
∴ HCF =1
Gourav2002:
bro him dono ki calculation wrong h
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