Use euclid's division algorithm to find HCF of 900 and 270
Answers
Answered by
6
Hey user here is your answer.....
---> To find HCF of 900 & 270
◆ By Euclid's division algorithm
a=bq+r
◆ a=900 & b=270
◆900=270×3+90
◆270=90×3+0
◆ So, HCF is b
By comparing HCF =90
Hope it helps you☺️
---> To find HCF of 900 & 270
◆ By Euclid's division algorithm
a=bq+r
◆ a=900 & b=270
◆900=270×3+90
◆270=90×3+0
◆ So, HCF is b
By comparing HCF =90
Hope it helps you☺️
Answered by
5
hey.....
a=bq+r 0_<r <b a >b
a=900 b=270
900=270×3+90
a=270 b=90
270=90×3+0
so HCF is 90
it may help you
a=bq+r 0_<r <b a >b
a=900 b=270
900=270×3+90
a=270 b=90
270=90×3+0
so HCF is 90
it may help you
Similar questions