using Euclid's algorithm find the HCF of 10005and9269
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Answer:
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what I feel, the easiest way to get the answer is by using Euclid's division lemma
Euclid's division says that,
a=bq+r ( where a and b are the numbers and b>r>0)
Let's put the numbers
10,005=9269*1+736
9269=736*12+437
736=437*1+299
437=299*1+138
299=138*2+23
138=23*6+0
Therefore, the h.c.f(10,005 , 9269)=23
Hope you understand.
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