Question

Use ECulids division algorithms to find that HCF 135 and 225
184,230,and 276

Answer 1

Answer:

1. first we have to decide the value of a and b a= 225 and b=135 we have to use Euclid's division algorithm to find out the HCF

Step-by-step explanation:

step 1: 225=135*1+90

step 2:135=90*1+45

step 3:90=45*2+0

Hence the HCF of 135 and 225 is 45

2. 184,230,276

In ascending order

184,230,276

first we have to find HCF of 184 and 230

now we have to decide the value of a and b 184,230 a= 230 b= 184

step 1 : 230=184*1+46

step 2: 184=46*4+0

hence the HCF of 184,230 is 46

now we have take 46 and 276 as same we have to do

276=46*6+0

hence the HCF of 276 and 46 is 46