Question

Page_P
all
use Euclid's division
algorithm to find the HCF
of
13620 and 221​

Answer 1

Answer:

we. know that a=bq+r,here a=13620,b=221

Step-by-step explanation:

13620=221*60+0

221=60*3+41

41=41*1+0

so,the hcf is 41

Answer 2

13620=221*61+139

221=139*1+82

139=82*1+57

82=57*1+25

57=25*2+7

25=7*3+4

7=4*1+3

4=3*1+1

3=1*3+0

Therefore the HCF of 13620 and 221 is 1.

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