hcf of 1800,2015 using ucelic division lerma
Please tell me
Answers
Answered by
0
by Eucild's division algorithm
a= bq +r , 0 ≤r ∠ b
2015 = 1800 *1 + 215
1800 = 215*8+80
215 = 80*2+55
80 = 55*1+25
55= 25*2+5
25= 5*5 +0 [remainder is zero]
therefore
hcf(2015,1800) = 5
a= bq +r , 0 ≤r ∠ b
2015 = 1800 *1 + 215
1800 = 215*8+80
215 = 80*2+55
80 = 55*1+25
55= 25*2+5
25= 5*5 +0 [remainder is zero]
therefore
hcf(2015,1800) = 5
venumalli:
Hcf of 1800,2015 using ecelic division
what is ecelic division i don't understand
Similar questions