using Euclid's algorithm to find the hcf of 870 and 255.
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Answered by
11
using euclid's division: a=bq+r
870=225×3+195
225=195×1+35
195=35×5+20
35=20×1+15
20=15×1+5
15=5×3+0
therefore hcf of 870 and 225 is 5
hope it helps........
870=225×3+195
225=195×1+35
195=35×5+20
35=20×1+15
20=15×1+5
15=5×3+0
therefore hcf of 870 and 225 is 5
hope it helps........
hukam0685:
This is wrong
I am really sorry ........
I am in a hurry and made a mistake
the answer is 15
plz...I hope you forgive me
You wrote wrong number
ok I know plz...forgive me
I never repeat this mistake again
Oh please , don't worry,i had just told you
Answered by
10
The HCF is 15
For solution go to attached file
For solution go to attached file
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