Question

Find the HCF by euclid division algorithm 92690,7378,7161 ?

Answer 1

By Euclid’s division algorithm, 
92690 = 7378 x 12 + 4154 
7378 = 4154 x 1+ 3224 
4154 = 3224 x 1 + 930 
3224 = 930 x 3 + 434 
930 = 434 x 2 + 62 
434 = 62 x 7 + 0 
Therefore, HCF (92690, 7378) = 62 
7161 = 62 x 115 + 31 
62 = 31 x 2 + 0 
Therefore, HCF(7161, 62) = 31 
Hence, HCF (92690, 7378, 7161) = 31

Answer 2

$\huge\mathfrak{hi \: mate}$

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➖➖➖here's your answer➖➖➖
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$\bold{follow \: the \: two \: attachments \: above }$

$\huge \bold {answer}$

$\boxed {hcf \: = 31}$

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