Find the HCF of division method 1045, 1520
Answers
Answered by
7
1520= 1045×1+475
since remainder is non zero by Euclid's algorithm
1045=475× 2 + 95
475=95×5. +0
since the remainder = 0
HCF = 95
since remainder is non zero by Euclid's algorithm
1045=475× 2 + 95
475=95×5. +0
since the remainder = 0
HCF = 95
Answered by
0
Answer:
1520=1045.1+475
=475=295.1+295
=295=180.2+35
=180+35.6+5
=35=5.7+0
∴5 is the H.C.F of 1520 and 1045
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