using Euclid division algorithm to hcf of 870 and 225
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♤♤hey frnds......
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we know that, reminder theorem ....
Dividend = (divisor × quotient ) + Reminder
a> b
a = 867 , b= 255
hence a>b
then using Euclid division algorithms..
867 / 255
=> 867 = (255 × 3 ) + 102
then using algorithm ,
hence , a>b
255> 102
again ,
255/ 102
=> 255 =(102 ×2 ) + 51
hence , 102 > 51
then using algorithms ,
102/ 51
102 = (51 ×2 ) +0
HCF of 867 & 255 is 51 .......
I hope its helpful!!!!!
_______________________________________⬇️⬇️⬇️⬇️
we know that, reminder theorem ....
Dividend = (divisor × quotient ) + Reminder
a> b
a = 867 , b= 255
hence a>b
then using Euclid division algorithms..
867 / 255
=> 867 = (255 × 3 ) + 102
then using algorithm ,
hence , a>b
255> 102
again ,
255/ 102
=> 255 =(102 ×2 ) + 51
hence , 102 > 51
then using algorithms ,
102/ 51
102 = (51 ×2 ) +0
HCF of 867 & 255 is 51 .......
I hope its helpful!!!!!
sakshig:
hii
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